Moved math parts to own repo

This commit is contained in:
matthias@arch 2022-09-17 19:56:47 +02:00
parent b35e0551d2
commit e157591db3
53 changed files with 9 additions and 77305 deletions

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@ -1,3 +1,6 @@
build
docs
libgzutil.a
.clangd
.vimspector.json
__pycache__

0
LICENSE Normal file → Executable file
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@ -1,6 +1,6 @@
# Maintainer: Matthias Quintern <matthiasqui@protonmail.com>
pkgname=gz-cpp-util
pkgver=1.1
pkgver=1.2
pkgrel=0
pkgdesc="Utility library for c++"
arch=('any')

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README.md Normal file → Executable file
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@ -3,7 +3,6 @@ cpp-20 utility library for my projects
## Features
- Extensive logger using variadic templates to log almost anything
- vecX and matMxN vector and matrix classes
- Some containers like a thread safe queue and a ringbuffer
- Regex that works with std::string_view
- Type conversion utility (from string to int/float/uint/bool)
@ -34,6 +33,8 @@ Install doxygen and run `make docs`, then open `docs/html/index.html`.
## Changelog
### 2022-09-17
- Moved math part to its own repository/library [here](https://github.com/MatthiasQuintern/gzm)
### 2022-09-10
- Added matrices to math lib
- Improved logger

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#!/bin/python3
"""
A python script to generate a c++ vector and matrix library for mathematics.
Should work with vectors/matrix up to a length of 9.
The script generates a header (and source) for each container (vector/matrix).
There are overloads for each container which allow convenient usage.
Eg multiplication with matrix rules is as easy as: (example)
mat3x2 = mat3x3 * mat3x2
n = rvec4 * vec4
To be accurate, there is a differentiation between row and column vector, they are basically the same but each has a separate class which differ only for the matrix multiplication overloads.
To help compile times, the templated definitions of most methods is in the source file (by default).
That means that all templates must be explictly instantiated beforehand. The instantiations are in the tpp file included by the cpp files.
Specify the needed types by adding them to templateInstantiationIntTypes and templateInstantiationFloatTypes respectively (the differentiation is needed for the modulo operator).
All that makes the generated library is not memory efficient, but very fast and convenient.
AS OF NOW, THIS SOFTWARE IS NEARLY UNTESTED AND BOUND TO CONTAIN LOTS OF BUGS.
Copyright © 2022 Matthias Quintern.
This software comes with no warranty.
This software is licensed under the GPL3
"""
from os import path, mkdir
#
# SETTINGS
#
# generate up to MAX_N (-> vecN, matNxN)
MAX_N = 4
letters_ = {
2: [ "x", "y" ],
3: [ "x", "y", "z" ],
4: [ "x", "y", "z", "w"],
}
directory = "math"
#
# \t or x-spaces
tab = "\t"
# float, double, long double...
float_type = "float"
# string or None
namespace = "gz"
typeShorts = {
"float": "f",
"double": "d",
"int": "i",
"unsigned int": "u",
}
include_static_asserts = True
include_template_instantiations = True
templateInstantiationIntTypes = [ # these must be usable with %
# "uint8_t"
"uint8_t", "uint16_t", "uint32_t", "uint64_t",
"int8_t", "int16_t", "int32_t", "int64_t",
]
templateInstantiationFloatTypes = [
# "float",
"float", "double", "long double"
]
templateInstantiationTypes = templateInstantiationFloatTypes + templateInstantiationIntTypes
headerIncludes = [ "\"concepts.hpp\"", "\"../container/iterator.hpp\"" ]
sourceIncludes = ["<cmath>", "<algorithm>", "<cstdint>"]
# shorthands
Number_N = ("Number", "N")
Class_T = [("Number", "T")]
constexpr = "constexpr"
inline = "inline"
def template(t:list[tuple[str, str]]):
if len(t) == 0:
return ""
s = "template<"
for temp in t:
s += temp[0] + " " + temp[1] + ", "
return s.removesuffix(", ") + ">\n"
class Member:
def __init__(self, class_:str, name:str, c_temp:list=[], m_temp:list=[], prefixes:list=[], ret_type:str="", args:str="", init:str="", const=False, body:list=[], comment:str=""):
"""
:param class: class name
:param name: member name
:param c_temp: list of templates of the class
:param m_temp: list of templates of the member
:param prefixes: things like constexpr, inline...
:param ret_type: return type of the member
:param args: arguments of the member
:param init: initializion of the member
:param const: True if the method does not change the object
:param body: method body
:param comment: a single-line docstring
template<c_temp>
class class {
comment
template<m_temp>
prefixes ret_type name(args) const : init {
body
}
}
"""
self.class_ = class_
self.name = name
self.prefixes = prefixes
self.c_temp = c_temp
self.m_temp = m_temp
self.ret_type = ""
if ret_type: self.ret_type = ret_type + " "
self.args = args
self.init = ""
if init: self.init = f"\n{tab} : {init} "
self.const = ""
if const: self.const = " const"
self.body = body
self.comment = ""
if comment: self.comment = "/// " + comment + "\n"
def getArgsAsList(self):
args = []
const = False
arglist = self.args.split(", ")
for i in range(len(arglist)):
if "const" in arglist[i]:
arglist[i] = arglist[i].replace("const ", "")
const = True
args.append(arglist[i].split(" "))
if const:
args[-1][0] = "const " + args[-1][0]
return args
def defintionH(self, depth:int=0):
"""
Return the defition to be used in a header
"""
s = ""
s += self.comment
s += template(self.m_temp)
for p in self.prefixes:
s += p + " "
s += self.ret_type + self.name + f"({self.args}){self.const};\n"
return transformString(s, depth)
def source(self, depth:int=0):
"""
Return the defition + declarations for a source file
"""
s = ""
class_ = self.class_
s += template(self.c_temp)
if len(self.c_temp) > 0:
class_ = self.class_ + "<"
for t in self.c_temp:
class_ += f"{t[1]}, "
class_ = class_.removesuffix(", ") + ">"
s += template(self.m_temp)
for p in self.prefixes:
s += p + " "
s += f"{self.ret_type}{class_}::{self.name}({self.args}){self.const}{self.init}"
if self.body:
s += " {\n"
body = ""
for l in self.body: body += l + "\n"
s += transformString(body, depth)
s += "}\n"
else:
s += "{}"
return transformString(s, depth)
def header(self, depth:int=0):
"""
Return the defition + declarations for a header file
"""
s = ""
s += self.comment
s += template(self.m_temp)
for p in self.prefixes:
s += p + " "
s += f"{self.ret_type}{self.name}({self.args}){self.const}{self.init}"
if self.body:
s += " {\n"
body = ""
for l in self.body: body += l + "\n"
s += transformString(body, depth+1)
s += "}\n"
else:
s += "{}\n"
return transformString(s, depth)
def isConstructor(self):
return self.class_ == self.name
def templateInstantiations(self):
"""
generate instantiations for all templates
right now only works with Number concepts
temp<Number T>
temp<Number N>
void Class<T>::operator+(class<N>) {
->
temp<> void Class<float>::operator+(class<float>)
...
"""
if len(self.m_temp) == 0:
return ""
class_ = self.class_
if len(self.c_temp) > 0:
class_ = self.class_ + "<"
for t in self.c_temp:
class_ += f"{t[1]}, "
class_ = class_.removesuffix(", ") + ">"
arglist = self.getArgsAsList()
args = ""
for arg in arglist:
args += arg[0] + ", "
args = args.removesuffix(", ")
name = self.name.removesuffix(" ")
if len(self.m_temp) > 0:
name += " <"
for type_ in self.m_temp:
name += type_[1] + ", "
name = name.removesuffix(", ") + ">"
method = f"{self.ret_type}{class_}::{name}({args}){self.const}"
instantiations = []
if len(self.c_temp) > 0 or len(self.m_temp) > 0:
if "%" in method: types = templateInstantiationIntTypes
else: types = templateInstantiationTypes
getTemplateInsts(method, instantiations, self.c_temp + self.m_temp, types, 0)
s = ""
for spec in instantiations:
s += spec + "\n"
return s + "\n";
#
# HELPERS
#
def classname(row, col, template=""):
name = ""
if template and col == 1 and row == 1:
return template
elif col == 1:
name = "vec" + str(row)
elif row == 1:
name = "rvec" + str(col)
else:
name = "mat" + str(row) + "x" + str(col);
if template:
name += "<" + template + ">"
return name
def concept(row, col, template=""):
name = ""
if template and col == 1 and row == 1:
return template
elif col == 1:
name = "ColumnVector" + str(row)
elif row == 1:
name = "RowVector" + str(col)
else:
name = "Mat" + str(row) + "x" + str(col);
if template:
name += "<" + template + ">"
return name
def classnameFromConcept(concept:str):
name = ""
number = ""
if concept.startswith("ColumnVector"):
name = "vec"
number = concept.removeprefix("ColumnVector")
elif concept.startswith("RowVector"):
name = "rvec"
number = concept.removeprefix("RowVector")
elif concept.startswith("Mat"):
name = "mat"
number = concept.removeprefix("Mat")
return name + number
def varname(r, c, rows, cols):
"""Get the name of the variable in row r and column c"""
if rows == 1:
if cols in letters_.keys():
return letters_[cols][c]
else:
return f"x{r+1}"
elif cols == 1:
if rows in letters_.keys():
return letters_[rows][r]
else:
return f"x{c+1}"
else:
return f"x{r+1}_{c+1}"
def varnameI(i, rows, cols):
"""Get the name of the ith variable"""
if rows == 1:
if cols in letters_.keys():
return letters_[cols][i%cols]
else:
return f"x{i+1}"
elif cols == 1:
if rows in letters_.keys():
return letters_[rows][i%rows]
else:
return f"x{i+1}"
else:
return f"x{i%rows+1}_{i%cols+1}"
def genstring(row: int, col: int, template: str, sep=", "):
"""
Generate a string from a template for each vector component
eg genstring(3, "@ + ") -> x + y + z
@C -> varname(1, c, 1, col)
@R -> varname(r, 1, row, 1)
@ -> varname(r, c, row, col)
@c -> c
@r -> r
"""
s = ""
for r in range(row):
for c in range(col):
s += template.replace("@r", str(r)).replace("@c", str(c)).replace("@R", varname(r, c, row, 1)).replace("@C", varname(r, c, 1, col)).replace("@", varname(r, c, row, col)) + sep
s.removesuffix(sep)
return s[0:len(s)-len(sep)]
def transformString(s: str, depth: int):
"""Add tabs after all but the last line break and before the first char"""
return depth * tab + s.replace("\n", "\n" + depth * tab, s.count("\n") - 1)
def getPossiblities(i, a, depth=0):
"""
get all possibilites to get i by addition of numbers lower than i
eg i=3 -> 3, 2+1, 1+2, 1+1+1
"""
if i == 0:
return
if i == 1:
a.append(str(1))
return
for j in range(1, i):
b = []
# print("\t" * depth + "gp: i="+str(i)+" j="+str(j))
getPossiblities(i-j, b, depth+1)
for poss in b:
# print("\t"*depth + f"{i}-{j} returned", b)
a.append(str(j) + poss)
a.append(str(i))
#
# GENERATORS
#
def genConstructors(row, col):
constructors = []
class_ = classname(row, col)
# default
constructors.append(Member(class_, class_, c_temp=Class_T, prefixes=[constexpr], init=genstring(row, col, "@(0)"), comment="Default constructor"))
# from single scalar
constructors.append(Member(class_, class_, c_temp=Class_T, prefixes=[constexpr], m_temp=[["Number", "N"]], args="const N n", init=genstring(row, col, "@(static_cast<T>(n))"), comment="Create from scalar, all components will have value n"))
# generate a constructor for every possible vector initialization
if row == 1 or col == 1:
rows_or_cols = max(row, col) # vec and rvec share same variable names
size = max(row, col)
a = []
getPossiblities(size, a)
for possiblity in a:
n_count = 1 # counts how many numbers appear
v_count = 1 # counts how many vectors appear
i = 0 # index the member variable to initialize
comment = "Create from "
templates = []
args = ""
init = ""
for nstr in possiblity:
n = int(nstr)
if n == 1: # if number
comment += "n "
templates.append(("Number", f"N{n_count}"))
args += f"N{n_count} n{n_count}, "
init += varnameI(i, row, col) + f"(static_cast<T>(n{n_count})), "
n_count += 1
i += 1
else: # if vector
comment += f"vec{n} "
args += f"const V{v_count}& v{v_count}, "
templates.append((f"Vector{rows_or_cols}", f"V{v_count}"))
for j in range(n):
init += varnameI(i, rows_or_cols, 1) + "(static_cast<T>(v" + str(v_count) + "." + varnameI(j, rows_or_cols, 1) + ")), "
i += 1
v_count += 1
args = args.removesuffix(", ")
init = init.removesuffix(", ")
constructors.append(Member(class_, class_, c_temp=Class_T, m_temp=templates, prefixes=[constexpr], args=args, init=init, comment=comment))
# constructor for all matrices
else:
# from scalar
constructors.append(Member(class_, class_, c_temp=Class_T, m_temp=[ t.split(" ") for t in genstring(row, col, f"Number N@r_@c").split(", ")], prefixes=[constexpr],
args=genstring(row, col, "const N@r_@c @"), init=genstring(row, col, "@(static_cast<T>(@))"), comment="Create from scalars"))
# from row vec
constructors.append(Member(class_, class_, c_temp=Class_T, m_temp=[ t.split(" ") for t in genstring(row, 1, f"RowVector{col} V@r").split(", ")], prefixes=[constexpr],
args=genstring(row, 1, "const V@r& v@r"), init=genstring(row, col, "@(static_cast<T>(v@r.@C))"), comment="Create from row vectors"))
# from col vec
constructors.append(Member(class_, class_, c_temp=Class_T, m_temp=[ t. split(" ") for t in genstring(1, col, f"ColumnVector{row} V@c").split(", ")], prefixes=[constexpr],
args=genstring(1, col, "const V@c& v@c"), init=genstring(row, col, "@(static_cast<T>(v@c.@R))"), comment="Create from column vectors"))
return constructors
def genValues(row, col):
s = genstring(row, col, "T @;\n", "")
return s
def genAssignment(row, col):
# TODO opt idea: memcpy for component wise assignment when types have same size
members = []
members.append(Member(classname(row, col), "operator=", c_temp=Class_T, m_temp=[Number_N], prefixes=[constexpr], ret_type="void",
args=f"const {classname(row, col, 'N')}& other", body=genstring(row, col, f"\t@ = static_cast<T>(other.@);\n", "").split("\n"), comment="Component-wise assignment"))
members.append(Member(classname(row, col), "operator=", c_temp=Class_T, m_temp=[Number_N], prefixes=[constexpr], ret_type="void",
args="const N& other", body=genstring(row, col, f"\t@ = static_cast<T>(other);\n", "").split("\n"), comment="Assignment from scalar"))
return members
ops = {
"+": "operator+",
"-": "operator-",
"%": "operator%",
"*": "compWiseMult",
"/": "compWiseDiv",
}
as_ops = {
"+=": "operator+=",
"-=": "operator-=",
"%=": "operator%=",
"*=": "compWiseAssMult",
"/=": "compWiseAssDiv",
}
def genArithmeticVectorial(row, col):
operators = []
for op, opname in ops.items():
body = "return " + classname(row, col, "T") + "(" + genstring(row, col, f"@ {op} static_cast<T>(other.@)") + ");"
operators.append(Member(classname(row, col), opname, c_temp=Class_T, m_temp=[(concept(row, col), concept(row, col)[0])], prefixes=[constexpr], ret_type=classname(row, col, "T"),
args=f"const {concept(row, col)[0]}& other", const=True, body=[body], comment=f"Component-wise {op}"))
for op, opname in as_ops.items():
body = genstring(row, col, f"\t@ {op} static_cast<T>(other.@);", "\n")
operators.append(Member(classname(row, col), opname, c_temp=Class_T, m_temp=[(concept(row, col), concept(row, col)[0])], prefixes=[constexpr], ret_type="void",
args=f"const {concept(row, col)[0]}& other", body=body.split("\n"), comment=f"Component-wise assignment {op}"))
return operators
def genArithmeticScalar(row, col):
operators = []
for op, opname in ops.items():
body = "return " + classname(row, col, "T") + "(" + genstring(row, col, f"@ {op} static_cast<T>(other)") + ");"
operators.append(Member(classname(row, col), opname, c_temp=Class_T, m_temp=[Number_N], prefixes=[constexpr], ret_type=classname(row, col, "T"),
args=f"const N& other", const=True, body=[body], comment=f"Component-wise {op} with scalar"))
for op, opname in as_ops.items():
body = genstring(row, col, f"\t@ {op} static_cast<T>(other);", "\n")
operators.append(Member(classname(row, col), opname, c_temp=Class_T, m_temp=[Number_N], prefixes=[constexpr], ret_type="void",
args=f"const N& other", body=body.split("\n"), comment=f"Component-wise assignment {op} from scalar"))
return operators
def genComparisonVectorial(row, col):
operators = []
for op in ["==", "<", ">"]:
body = "return " + genstring(row, col, f"@ {op} other.@", " and ") + ";"
operators.append(Member(classname(row, col), f"operator{op}", c_temp=Class_T, m_temp=[(concept(row, col), concept(row, col)[0])], prefixes=[constexpr], ret_type="bool",
args=f"const {concept(row, col)[0]}& other", const=True, body=[body], comment=f"Component-wise comparison {op} (and)"))
for op, antiop in { "!=": "==", "<=": ">", ">=": "<" }.items():
body = "return " + genstring(row, col, f"@ {antiop} other.@", " and ") + ";"
operators.append(Member(classname(row, col), f"operator{op}", c_temp=Class_T, m_temp=[(concept(row, col), concept(row, col)[0])], prefixes=[constexpr], ret_type="bool",
args=f"const {concept(row, col)[0]}& other", const=True, body=[body], comment=f"Component-wise comparison {op} (and)"))
return operators
def genComparisonScalar(row, col):
operators = []
for op in ["==", "<", ">"]:
body = "return " + genstring(row, col, f"@ {op} other", " and ") + ";"
operators.append(Member(classname(row, col), f"operator{op}", c_temp=Class_T, m_temp=[Number_N], prefixes=[constexpr], ret_type="bool",
args=f"const N& other", const=True, body=[body], comment=f"Component-wise comparison {op} (and)"))
for op, antiop in { "!=": "==", "<=": ">", ">=": "<" }.items():
body = "return " + genstring(row, col, f"@ {antiop} other", " and ") + ";"
operators.append(Member(classname(row, col), f"operator{op}", c_temp=Class_T, m_temp=[Number_N], prefixes=[constexpr], ret_type="bool",
args=f"const N& other", const=True, body=[body], comment=f"Component-wise comparison {op} (and)"))
return operators
def getDependecyClasses(row, col):
"""
Get all class names that row,col class depends on for matrix multplication and the .row() and .column() methods
The dependencies will be forward declared in the header and included in the source
"""
deps = []
# for .row(), .column()
if row > 1 and col > 1:
deps.append(classname(row, 1))
deps.append(classname(1, col))
# for matrix mult
for i in range(1, MAX_N + 1):
# results from matrix calculations
deps.append(classname(row, i))
# operands from matrix calculations
deps.append(classname(col, i))
deps = list(dict.fromkeys(deps))
# remove vec1
if classname(1, 1) in deps:
deps.remove(classname(1, 1))
if classname(row, col) in deps:
deps.remove(classname(row, col))
deps.sort()
return deps
def genArithmeticMatrix(row, col):
"""
Generate all matrix multiplications.
dimensions of result = mat(row, other.col) where col = other.row
"""
operators = []
other_row = col
other_cols = [ i for i in range(1, MAX_N + 1) ]
for other_col in other_cols:
if (row == 1 and other_col == 1) or (other_row == 1 and other_col == 1): # if ret_type or arg is a scalar
continue
body = classname(row, other_col, "T") + " new_;\n"
for r in range(row):
for o_c in range(other_col):
body += "new_." + varname(r, o_c, row, other_col) + " = "
for i in range(col):
# print(f"genArithmeticMatrix: {row}x{col} * {other_row}x{other_col}", r, o_c, "->", c)
body += varname(r, i, row, col) + " * other." + varname(i, o_c, other_row, other_col) + " + "
body = body.removesuffix(" + ") + ";\n"
# if scalar, put ret_type creation and assignment in same line
body = body.replace("new_;\nnew_." + varname(0, 0, 1, 1) + " =", "new_ =") + "return new_;"
arg_concept = concept(other_row, other_col)
operators.append(Member(classname(row, col), "operator*", c_temp=Class_T, m_temp=[(arg_concept, arg_concept[0])], prefixes=[constexpr], ret_type=classname(row, other_col, "T"), const=True,
args=f"const {arg_concept[0]}& other", body=body.split("\n"), comment=f"Matrix multiplication with {classname(other_row, other_col)} -> {classname(row, other_col)}"))
return operators
def genSubscription(row, col):
operators = []
# [i]
operators.append(Member(classname(row, col), "operator[]", c_temp=Class_T, prefixes=[constexpr], ret_type="T",
args="std::size_t i", const=True, body=[f"return *(&{varname(0, 0, row, col)} + sizeof(T) * i);"], comment="Get the ith element. i starts at 0"))
if row > 1 and col > 1:
# at(row, col)
body = f"return *(&{varname(0, 0, row, col)} + (row * {row} + col * {col}) * sizeof(T));"
operators.append(Member(classname(row, col), "at", c_temp=Class_T, prefixes=[constexpr], ret_type="T",
args="std::size_t row, std::size_t col", const=True, body=[body], comment="Get the element at row and col. row and col start at 0"))
# row()
body = f"return {classname(1, col, 'T')}(" + genstring(1, col, f"*(&{varname(0, 0, row, col)} + ({row} * @c + i) * sizeof(T))") + ");"
operators.append(Member(classname(row, col), "row", c_temp=Class_T, prefixes=[constexpr], ret_type=classname(1, col, 'T'),
args="std::size_t i", const=True, body=[body], comment="Get the ith row as column vector. i starts at 0"))
# column()
body = f"return {classname(row, 1, 'T')}(" + genstring(row, 1, f"*(&{varname(0, 0, row, col)} + ({col} * @r + i) * sizeof(T))") + ");"
operators.append(Member(classname(row, col), "column", c_temp=Class_T, prefixes=[constexpr], ret_type=classname(row, 1, 'T'),
args="std::size_t i", const=True, body=[body], comment="Get the ith column as row vector. i starts at 0"))
return operators
def genIterator(row, col):
members = []
its = [
("cbegin", "return Iterator(const_cast<T*>(&" + varname(0, 0, row, col) + "));", "Return an Iterator to the first element"),
("cend", "return Iterator(const_cast<T*>(&" + varname(row-1, col-1, row, col) + " + sizeof(T)));", "Return an Iterator past the last element"),
("begin", "return Iterator(const_cast<T*>(&" + varname(0, 0, row, col) + "));", "Return an Iterator to the first element"),
("end", "return Iterator(const_cast<T*>(&" + varname(row-1, col-1, row, col) + " + sizeof(T)));", "Return an Iterator past the last element"),
]
for name, body, comment in its:
members.append(Member(classname(row, col), name, c_temp=Class_T, prefixes=[constexpr], ret_type="Iterator<T>", const=True, body=[body], comment=comment))
return members
def genFunctional(row, col):
members = []
# abs
members.append(Member(classname(row, col), "abs", c_temp=Class_T, prefixes=[constexpr, inline], ret_type=float_type,
const=True, body=["return std::sqrt(" + genstring(row, col, f"static_cast<{float_type}>(@ * @)", " + ") + ");"], comment="Returns the absolute value of the vector (sqrt of scalar product with itself)"))
if (row == 2 and col == 1) or (col == 2 and row == 1):
# ratio
members.append(Member(classname(row, col), "ratio", c_temp=Class_T, prefixes=[constexpr, inline], ret_type=float_type,
const=True, body=["return static_cast<" + float_type + f">({varnameI(0, row, col)}) / {varnameI(1, row, col)};"], comment=f"Returns x/y"))
# inverse ratio
members.append(Member(classname(row, col), "invereseRatio", c_temp=Class_T, prefixes=[constexpr, inline], ret_type=float_type,
const=True, body=["return static_cast<" + float_type + f">({varnameI(1, row, col)}) / {varnameI(0, row, col)};"], comment=f"Returns y/x"))
# min
members.append(Member(classname(row, col), "min", c_temp=Class_T, prefixes=[constexpr, inline], ret_type="T", const=True,
body=["return *std::min_element(cbegin(), cend());"], comment="Returns the min of the components"))
# max
members.append(Member(classname(row, col), "max", c_temp=Class_T, prefixes=[constexpr, inline], ret_type="T", const=True,
body=["return *std::max_element(cbegin(), cend());"], comment="Returns the max of the components"))
# dot
body = f"return " + genstring(row, col, "@ * static_cast<T>(other.@)", " + ") + ";"
members.append(Member(classname(row, col), "dot", c_temp=Class_T, m_temp=[Number_N], prefixes=[constexpr, inline], ret_type="T", const=True,
args=f"const {classname(row, col, 'N')}& other", body=[body], comment="Scalar product (x1 * other.x1 + x2 * other.x2 ...)"))
return members
def genUtility(row, col):
s = "\n"
# s = "std::string to_string() const { return \"(\" + " + genstring(row, col, "std::to_string(@)", " + \", \" + ") + " + \")\"; };\n"
return s
def genUsing(row, col):
global typeShorts
s = ""
for t, c in typeShorts.items():
s += f"using {classname(row, col)}{c} = {classname(row, col)}<{t}>;\n"
return s
#
# TEMPLATE INSTANTIATION
#
def getTemplateInsts(method_name, instantiations, templates, types, depth=0):
""" method name must be like this:
constexpr ret_type Class<T>::name<U>(int, U) const;"""
if depth < len(templates):
if templates[depth][0] == "Number":
for n in types:
newmethod = method_name.replace(
f"<{templates[depth][1]}>", f"<{n}>").replace(
f"{templates[depth][1]} ", f"{n} ").replace(
f"{templates[depth][1]})", f"{n})").replace(
f"{templates[depth][1]},", f"{n},").replace(
f"{templates[depth][1]}& ", f"{n}& ").replace(
f"{templates[depth][1]}&)", f"{n}&)").replace(
f"{templates[depth][1]}&,", f"{n}&,")
getTemplateInsts(newmethod, instantiations, templates, types, depth+1)
else:
for n in types:
newmethod = method_name.replace(
f"<{templates[depth][1]}>", f"<{classnameFromConcept(templates[depth][0])}<{n}>>").replace(
f"{templates[depth][1]} ", f"{classnameFromConcept(templates[depth][0])}<{n}> ").replace(
f"{templates[depth][1]})", f"{classnameFromConcept(templates[depth][0])}<{n}> ").replace(
f"{templates[depth][1]},", f"{classnameFromConcept(templates[depth][0])}<{n}> ").replace(
f"{templates[depth][1]}& ", f"{classnameFromConcept(templates[depth][0])}<{n}>& ").replace(
f"{templates[depth][1]}&)", f"{classnameFromConcept(templates[depth][0])}<{n}>&)").replace(
f"{templates[depth][1]}&,", f"{classnameFromConcept(templates[depth][0])}<{n}>&,")
getTemplateInsts(newmethod, instantiations, templates, types, depth+1)
elif depth == len(templates) and len(templates)> 0:
instantiations.append("template " + method_name + ";")
#
# GENERATION
#
def generateFiles(row, col):
hd = 0 # header depth
sd = 0 # source and template depth
# header
h = "#pragma once\n\n"
# source
s = "#include \"" + classname(row, col) + ".hpp\"\n\n"
# template instantiations
t = f"// template instantiations for {classname(row, col)}\n\n"
dependencies = getDependecyClasses(row, col)
for dep in dependencies:
s += "#include \"" + dep + ".hpp\"\n"
s += "\n"
for i in headerIncludes:
h += "#include " + i + "\n"
h += "\n"
for i in sourceIncludes:
s += "#include " + i + "\n"
s += "\n"
if namespace:
h += "namespace " + namespace + " {\n\n"
s += "namespace " + namespace + " {\n\n"
t += "namespace " + namespace + " {\n\n"
hd += 1
sd += 1
# template instantiations
if include_template_instantiations:
for typ in templateInstantiationTypes:
t += transformString("template class " + classname(row, col, typ) + ";\n", 0)
t += "\n"
# forward declarations
h += transformString("// Forward declarations\n", hd)
for dep in dependencies:
h += transformString("template<Number T>\nclass " + dep + ";\n", hd)
h += "\n"
header, source, templates = generateMatrix(row, col, hd, sd)
h += header + "\n"
s += source + "\n"
t += templates + "\n"
if include_static_asserts:
h += transformString("static_assert(" + concept(row, col, classname(row, col, "int")) +", \"" + classname(row, col, "int") + " does not satisfy the concept " + concept(row, col) + "\");\n", hd)
if namespace:
hd -= 1
sd -= 1
h += transformString("} // namespace " + namespace + "\n", hd)
s += transformString("} // namespace " + namespace + "\n", hd)
t += transformString("} // namespace " + namespace + "\n", hd)
for i in range(1, 5):
h = h.replace("\n" + i * tab + "\n", "\n\n")
s = s.replace("\n" + i * tab + "\n", "\n\n")
return h, s, t
def append(header:str, source:str, templates:str, members:list[Member], hdepth:int, sdepth:int):
for m in members:
split = True
if m.isConstructor() or (len(m.body) < 2 and len(m.m_temp) > 1):
split = False
if split:
header += m.defintionH(hdepth)
source += m.source(sdepth)
templates += m.templateInstantiations()
else:
header += m.header(hdepth)
return header, source, templates
def generateMatrix(r, c, hd, sd):
h = transformString(
"""/**
* @brief Class containing $ numbers
*/
""".replace("$", str(r*c)), hd)
h += transformString("""template<Number T>
class $ {
public:
""".replace("$", classname(r, c)), hd)
s = transformString("""//
// CLASS $
//
""".replace("$", classname(r, c)), sd)
t = ""
hd += 1 # header depth
# sd += 1 # source depth
if classname(r, c).startswith("vec"):
h += transformString("/// just to satisfy concept ColumnVector\nusing isColumnVector = T;\n", hd + 1)
elif classname(r, c).startswith("rvec"):
h += transformString("/// just to satisfy concept RowVector\nusing isRowVector = T;\n", hd + 1)
h += transformString("// Constructors\n", hd)
h, s, t = append(h, s, t, genConstructors(r, c), hd+1, sd)
h += transformString("// Values\n", hd)
h += transformString(genValues(r, c), hd+1)
h += transformString("// Assignment\n", hd)
h, s, t = append(h, s, t, genAssignment(r, c), hd+1, sd)
h += transformString("// Arithmetic\n", hd-1)
h += transformString("// Vectorial\n", hd)
h, s, t = append(h, s, t, genArithmeticVectorial(r, c), hd+1, sd)
h += transformString("// Scalar\n", hd)
h, s, t = append(h, s, t, genArithmeticScalar(r, c),hd+1, sd)
h += transformString("// Matrix Multiplication\n", hd)
h, s, t = append(h, s, t, genArithmeticMatrix(r, c), hd+1, sd)
h += transformString("// Comparison\n", hd-1)
h += transformString("// Vectorial\n", hd)
h, s, t = append(h, s, t, genComparisonVectorial(r, c),hd+1, sd)
h += transformString("// Scalar\n", hd)
h, s, t = append(h, s, t, genComparisonScalar(r, c), hd+1, sd)
h += transformString("// Functional\n", hd - 1)
h, s, t = append(h, s, t, genFunctional(r, c), hd+1, sd)
h += transformString("// Utility\n", hd-1)
h, s, t = append(h, s, t, genSubscription(r, c), hd+1, sd)
h, s, t = append(h, s, t, genIterator(r, c), hd + 1, sd)
h += transformString("}; // " + classname(r, c) + "\n\n", hd - 1)
h += transformString(genUsing(r, c), hd - 1)
h += "\n"
s += "\n"
t += "\n"
return h, s, t
#
# CONCEPTS
#
def generateConceptsFile(row, col):
# Number
s = "#pragma once\n\n"
s += "#include <concepts>\n\n"
s += "// Number\n"
s += "template<typename T>\n"
s += "concept Number = std::integral<T> or std::floating_point<T>;\n\n"
s += "// VectorX\n"
for i in range(2, max(row, col)):
s += "template<typename T>\n"
# s += "concept Vector" + str(i) + " = requires(T t) { " + genstring(i, 1, "{ t.@ } -> Number; ", "") + "};\n\n"
s += "concept Vector" + str(i) + " = requires(T t) {\n" + genstring(i, 1, tab + "requires Number<decltype(t.@)>;\n", "") + "} and requires(T t) { sizeof(t." + varname(0, 0, i, 1) + ") == (sizeof(T) * " + str(i) + "); };\n\n"
s += "// RowVectorX\n"
for i in range(2, max(row, col)):
s += "template<typename T>\n"
s += "concept RowVector" + str(i) + " = Vector" + str(i) + "<T> and Number<typename T::isRowVector>;\n\n"
s += "// ColumnVectorX\n"
for i in range(2, max(row, col)):
s += "template<typename T>\n"
s += "concept ColumnVector" + str(i) + " = Vector" + str(i) + "<T> and Number<typename T::isColumnVector>;\n\n"
s += "// Matrices\n"
for r in range(2, row):
for c in range(2, col):
s += "template<typename T>\n"
# s += "concept " + concept(r, c) + " = requires(T t) { t -> template " + classname(r, c) + "; };\n"
s += "concept " + concept(r, c) + " = requires(T t) {\n" + genstring(r, c, tab + "requires Number<decltype(t.@)>;\n", "") + "};\n" # and requires(T t) { sizeof(t." + varname(0, 0, r, c) + ") == (sizeof(T) * " + str(r*c) + "); };\n\n"
return s
##
## ITERATORS
##
#def generateIteratorFile():
# i = "#pragma once\n"
# if namespace:
# i += f"namespace {namespace} " + "{\n"
# i += """
#template<typename T>
#struct Iterator {
# public:
# using value_type = T;
# Iterator() : ptr(nullptr) {};
# Iterator(T* ptr) : ptr(ptr) {};
# T& operator*() const { return *ptr; };
# Iterator& operator=(const Iterator& other) {
# ptr = other.ptr;
# return *this;
# };
# Iterator& operator++() { ptr += sizeof(T); return *this; };
# Iterator operator++(int) { auto copy = *this; ptr += sizeof(T); return copy; };
# friend int operator-(Iterator lhs, Iterator rhs) {
# return lhs.ptr - rhs.ptr;
# };
# bool operator==(const Iterator& other) const { return ptr == other.ptr; };
# // bool operator!=(const Iterator& other) const { return ptr != other.ptr; };
# private:
# T* ptr;
#}; // Iterator
#"""
# if include_static_asserts:
# i += 'static_assert(std::forward_iterator<Iterator<int>>, "Iterator not a forward range.");'
# if namespace:
# i += "} // namespace " + namespace + "\n"
# return i
#
# MAIN
#
def write_file(s, filename):
if path.exists(filename):
answer = "y"
# answer = input("File " + filename + "already exists. Overwrite? (y/n): ")
if answer not in "yY":
return
with open(filename, "w") as file:
file.write(s)
if __name__ == "__main__":
if not path.isdir(directory):
mkdir(directory)
todo = [ [i, j] for i in range(1, MAX_N + 1) for j in range(1, MAX_N + 1)]
todo.remove([1, 1]) # remove [1, 1]
for r, c in todo:
filename = directory + "/" + classname(r, c)
header, source, templates = generateFiles(r, c)
if include_template_instantiations:
write_file(templates, filename + ".tpp")
source += "\n#include \"" + classname(r, c) + ".tpp\""
write_file(header, filename + ".hpp")
write_file(source, filename + ".cpp")
write_file(generateConceptsFile(MAX_N + 1, MAX_N + 1), directory + "/" + "concepts.hpp")
# write_file(generateIteratorFile(), directory + "/" + "iterator.hpp")

0
src/.doxygen_config Normal file → Executable file
View File

View File

@ -25,7 +25,7 @@ default: $(LIB)
echo $(OBJECTS)
# with debug flags
debug: CXXFLAGS += -g +Wextra # -DDEBUG
debug: CXXFLAGS += -g # -DDEBUG
debug: default
$(LIB): $(OBJECT_DIRS) $(OBJECTS)
@ -51,7 +51,7 @@ uninstall:
-rm $(DESTDIR)/usr/lib/$(subst ../,,$(LIB))
-rm $(DESTDIR)/usr/bin/gz-enum-str
-rm -r $(DESTDIR)/usr/include/gz-util/
-rm $(OBJECT_DIR)/*.stamp
-rm -f $(OBJECT_DIR)/*.stamp
$(OBJECT_DIR)/%.stamp: %.hpp $(OBJECT_DIR)
@ -63,7 +63,7 @@ $(OBJECT_DIR)/%.stamp: %.hpp $(OBJECT_DIR)
#
# remove all object and dependecy files
clean:
-rm -r $(OBJECT_DIR)
-rm -rf $(OBJECT_DIR)
-rm $(LIB)
docs:

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@ -1,159 +0,0 @@
#pragma once
#include <concepts>
// Number
template<typename T>
concept Number = std::integral<T> or std::floating_point<T>;
// VectorX
template<typename T>
concept Vector2 = requires(T t) {
requires Number<decltype(t.x)>;
requires Number<decltype(t.y)>;
} and requires(T t) { sizeof(t.x) == (sizeof(T) * 2); };
template<typename T>
concept Vector3 = requires(T t) {
requires Number<decltype(t.x)>;
requires Number<decltype(t.y)>;
requires Number<decltype(t.z)>;
} and requires(T t) { sizeof(t.x) == (sizeof(T) * 3); };
template<typename T>
concept Vector4 = requires(T t) {
requires Number<decltype(t.x)>;
requires Number<decltype(t.y)>;
requires Number<decltype(t.z)>;
requires Number<decltype(t.w)>;
} and requires(T t) { sizeof(t.x) == (sizeof(T) * 4); };
// RowVectorX
template<typename T>
concept RowVector2 = Vector2<T> and Number<typename T::isRowVector>;
template<typename T>
concept RowVector3 = Vector3<T> and Number<typename T::isRowVector>;
template<typename T>
concept RowVector4 = Vector4<T> and Number<typename T::isRowVector>;
// ColumnVectorX
template<typename T>
concept ColumnVector2 = Vector2<T> and Number<typename T::isColumnVector>;
template<typename T>
concept ColumnVector3 = Vector3<T> and Number<typename T::isColumnVector>;
template<typename T>
concept ColumnVector4 = Vector4<T> and Number<typename T::isColumnVector>;
// Matrices
template<typename T>
concept Mat2x2 = requires(T t) {
requires Number<decltype(t.x1_1)>;
requires Number<decltype(t.x1_2)>;
requires Number<decltype(t.x2_1)>;
requires Number<decltype(t.x2_2)>;
};
template<typename T>
concept Mat2x3 = requires(T t) {
requires Number<decltype(t.x1_1)>;
requires Number<decltype(t.x1_2)>;
requires Number<decltype(t.x1_3)>;
requires Number<decltype(t.x2_1)>;
requires Number<decltype(t.x2_2)>;
requires Number<decltype(t.x2_3)>;
};
template<typename T>
concept Mat2x4 = requires(T t) {
requires Number<decltype(t.x1_1)>;
requires Number<decltype(t.x1_2)>;
requires Number<decltype(t.x1_3)>;
requires Number<decltype(t.x1_4)>;
requires Number<decltype(t.x2_1)>;
requires Number<decltype(t.x2_2)>;
requires Number<decltype(t.x2_3)>;
requires Number<decltype(t.x2_4)>;
};
template<typename T>
concept Mat3x2 = requires(T t) {
requires Number<decltype(t.x1_1)>;
requires Number<decltype(t.x1_2)>;
requires Number<decltype(t.x2_1)>;
requires Number<decltype(t.x2_2)>;
requires Number<decltype(t.x3_1)>;
requires Number<decltype(t.x3_2)>;
};
template<typename T>
concept Mat3x3 = requires(T t) {
requires Number<decltype(t.x1_1)>;
requires Number<decltype(t.x1_2)>;
requires Number<decltype(t.x1_3)>;
requires Number<decltype(t.x2_1)>;
requires Number<decltype(t.x2_2)>;
requires Number<decltype(t.x2_3)>;
requires Number<decltype(t.x3_1)>;
requires Number<decltype(t.x3_2)>;
requires Number<decltype(t.x3_3)>;
};
template<typename T>
concept Mat3x4 = requires(T t) {
requires Number<decltype(t.x1_1)>;
requires Number<decltype(t.x1_2)>;
requires Number<decltype(t.x1_3)>;
requires Number<decltype(t.x1_4)>;
requires Number<decltype(t.x2_1)>;
requires Number<decltype(t.x2_2)>;
requires Number<decltype(t.x2_3)>;
requires Number<decltype(t.x2_4)>;
requires Number<decltype(t.x3_1)>;
requires Number<decltype(t.x3_2)>;
requires Number<decltype(t.x3_3)>;
requires Number<decltype(t.x3_4)>;
};
template<typename T>
concept Mat4x2 = requires(T t) {
requires Number<decltype(t.x1_1)>;
requires Number<decltype(t.x1_2)>;
requires Number<decltype(t.x2_1)>;
requires Number<decltype(t.x2_2)>;
requires Number<decltype(t.x3_1)>;
requires Number<decltype(t.x3_2)>;
requires Number<decltype(t.x4_1)>;
requires Number<decltype(t.x4_2)>;
};
template<typename T>
concept Mat4x3 = requires(T t) {
requires Number<decltype(t.x1_1)>;
requires Number<decltype(t.x1_2)>;
requires Number<decltype(t.x1_3)>;
requires Number<decltype(t.x2_1)>;
requires Number<decltype(t.x2_2)>;
requires Number<decltype(t.x2_3)>;
requires Number<decltype(t.x3_1)>;
requires Number<decltype(t.x3_2)>;
requires Number<decltype(t.x3_3)>;
requires Number<decltype(t.x4_1)>;
requires Number<decltype(t.x4_2)>;
requires Number<decltype(t.x4_3)>;
};
template<typename T>
concept Mat4x4 = requires(T t) {
requires Number<decltype(t.x1_1)>;
requires Number<decltype(t.x1_2)>;
requires Number<decltype(t.x1_3)>;
requires Number<decltype(t.x1_4)>;
requires Number<decltype(t.x2_1)>;
requires Number<decltype(t.x2_2)>;
requires Number<decltype(t.x2_3)>;
requires Number<decltype(t.x2_4)>;
requires Number<decltype(t.x3_1)>;
requires Number<decltype(t.x3_2)>;
requires Number<decltype(t.x3_3)>;
requires Number<decltype(t.x3_4)>;
requires Number<decltype(t.x4_1)>;
requires Number<decltype(t.x4_2)>;
requires Number<decltype(t.x4_3)>;
requires Number<decltype(t.x4_4)>;
};

View File

@ -1,322 +0,0 @@
#include "mat2x2.hpp"
#include "mat2x3.hpp"
#include "mat2x4.hpp"
#include "rvec2.hpp"
#include "vec2.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS mat2x2
//
template<Number T>
template<Number N>
constexpr void mat2x2<T>::operator=(const mat2x2<N>& other) {
x1_1 = static_cast<T>(other.x1_1);
x1_2 = static_cast<T>(other.x1_2);
x2_1 = static_cast<T>(other.x2_1);
x2_2 = static_cast<T>(other.x2_2);
}
template<Number T>
template<Number N>
constexpr void mat2x2<T>::operator=(const N& other) {
x1_1 = static_cast<T>(other);
x1_2 = static_cast<T>(other);
x2_1 = static_cast<T>(other);
x2_2 = static_cast<T>(other);
}
template<Number T>
template<Mat2x2 M>
constexpr mat2x2<T> mat2x2<T>::operator+(const M& other) const {
return mat2x2<T>(x1_1 + static_cast<T>(other.x1_1), x1_2 + static_cast<T>(other.x1_2), x2_1 + static_cast<T>(other.x2_1), x2_2 + static_cast<T>(other.x2_2));
}
template<Number T>
template<Mat2x2 M>
constexpr mat2x2<T> mat2x2<T>::operator-(const M& other) const {
return mat2x2<T>(x1_1 - static_cast<T>(other.x1_1), x1_2 - static_cast<T>(other.x1_2), x2_1 - static_cast<T>(other.x2_1), x2_2 - static_cast<T>(other.x2_2));
}
template<Number T>
template<Mat2x2 M>
constexpr mat2x2<T> mat2x2<T>::operator%(const M& other) const {
return mat2x2<T>(x1_1 % static_cast<T>(other.x1_1), x1_2 % static_cast<T>(other.x1_2), x2_1 % static_cast<T>(other.x2_1), x2_2 % static_cast<T>(other.x2_2));
}
template<Number T>
template<Mat2x2 M>
constexpr mat2x2<T> mat2x2<T>::compWiseMult(const M& other) const {
return mat2x2<T>(x1_1 * static_cast<T>(other.x1_1), x1_2 * static_cast<T>(other.x1_2), x2_1 * static_cast<T>(other.x2_1), x2_2 * static_cast<T>(other.x2_2));
}
template<Number T>
template<Mat2x2 M>
constexpr mat2x2<T> mat2x2<T>::compWiseDiv(const M& other) const {
return mat2x2<T>(x1_1 / static_cast<T>(other.x1_1), x1_2 / static_cast<T>(other.x1_2), x2_1 / static_cast<T>(other.x2_1), x2_2 / static_cast<T>(other.x2_2));
}
template<Number T>
template<Mat2x2 M>
constexpr void mat2x2<T>::operator+=(const M& other) {
x1_1 += static_cast<T>(other.x1_1);
x1_2 += static_cast<T>(other.x1_2);
x2_1 += static_cast<T>(other.x2_1);
x2_2 += static_cast<T>(other.x2_2);
}
template<Number T>
template<Mat2x2 M>
constexpr void mat2x2<T>::operator-=(const M& other) {
x1_1 -= static_cast<T>(other.x1_1);
x1_2 -= static_cast<T>(other.x1_2);
x2_1 -= static_cast<T>(other.x2_1);
x2_2 -= static_cast<T>(other.x2_2);
}
template<Number T>
template<Mat2x2 M>
constexpr void mat2x2<T>::operator%=(const M& other) {
x1_1 %= static_cast<T>(other.x1_1);
x1_2 %= static_cast<T>(other.x1_2);
x2_1 %= static_cast<T>(other.x2_1);
x2_2 %= static_cast<T>(other.x2_2);
}
template<Number T>
template<Mat2x2 M>
constexpr void mat2x2<T>::compWiseAssMult(const M& other) {
x1_1 *= static_cast<T>(other.x1_1);
x1_2 *= static_cast<T>(other.x1_2);
x2_1 *= static_cast<T>(other.x2_1);
x2_2 *= static_cast<T>(other.x2_2);
}
template<Number T>
template<Mat2x2 M>
constexpr void mat2x2<T>::compWiseAssDiv(const M& other) {
x1_1 /= static_cast<T>(other.x1_1);
x1_2 /= static_cast<T>(other.x1_2);
x2_1 /= static_cast<T>(other.x2_1);
x2_2 /= static_cast<T>(other.x2_2);
}
template<Number T>
template<Number N>
constexpr mat2x2<T> mat2x2<T>::operator+(const N& other) const {
return mat2x2<T>(x1_1 + static_cast<T>(other), x1_2 + static_cast<T>(other), x2_1 + static_cast<T>(other), x2_2 + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x2<T> mat2x2<T>::operator-(const N& other) const {
return mat2x2<T>(x1_1 - static_cast<T>(other), x1_2 - static_cast<T>(other), x2_1 - static_cast<T>(other), x2_2 - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x2<T> mat2x2<T>::operator%(const N& other) const {
return mat2x2<T>(x1_1 % static_cast<T>(other), x1_2 % static_cast<T>(other), x2_1 % static_cast<T>(other), x2_2 % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x2<T> mat2x2<T>::compWiseMult(const N& other) const {
return mat2x2<T>(x1_1 * static_cast<T>(other), x1_2 * static_cast<T>(other), x2_1 * static_cast<T>(other), x2_2 * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x2<T> mat2x2<T>::compWiseDiv(const N& other) const {
return mat2x2<T>(x1_1 / static_cast<T>(other), x1_2 / static_cast<T>(other), x2_1 / static_cast<T>(other), x2_2 / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void mat2x2<T>::operator+=(const N& other) {
x1_1 += static_cast<T>(other);
x1_2 += static_cast<T>(other);
x2_1 += static_cast<T>(other);
x2_2 += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x2<T>::operator-=(const N& other) {
x1_1 -= static_cast<T>(other);
x1_2 -= static_cast<T>(other);
x2_1 -= static_cast<T>(other);
x2_2 -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x2<T>::operator%=(const N& other) {
x1_1 %= static_cast<T>(other);
x1_2 %= static_cast<T>(other);
x2_1 %= static_cast<T>(other);
x2_2 %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x2<T>::compWiseAssMult(const N& other) {
x1_1 *= static_cast<T>(other);
x1_2 *= static_cast<T>(other);
x2_1 *= static_cast<T>(other);
x2_2 *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x2<T>::compWiseAssDiv(const N& other) {
x1_1 /= static_cast<T>(other);
x1_2 /= static_cast<T>(other);
x2_1 /= static_cast<T>(other);
x2_2 /= static_cast<T>(other);
}
template<Number T>
template<ColumnVector2 C>
constexpr vec2<T> mat2x2<T>::operator*(const C& other) const {
vec2<T> new_;
new_.x = x1_1 * other.x + x1_2 * other.y;
new_.y = x2_1 * other.x + x2_2 * other.y;
return new_;
}
template<Number T>
template<Mat2x2 M>
constexpr mat2x2<T> mat2x2<T>::operator*(const M& other) const {
mat2x2<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2;
return new_;
}
template<Number T>
template<Mat2x3 M>
constexpr mat2x3<T> mat2x2<T>::operator*(const M& other) const {
mat2x3<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3;
return new_;
}
template<Number T>
template<Mat2x4 M>
constexpr mat2x4<T> mat2x2<T>::operator*(const M& other) const {
mat2x4<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3;
new_.x1_4 = x1_1 * other.x1_4 + x1_2 * other.x2_4;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3;
new_.x2_4 = x2_1 * other.x1_4 + x2_2 * other.x2_4;
return new_;
}
template<Number T>
template<Mat2x2 M>
constexpr bool mat2x2<T>::operator==(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x2_1 == other.x2_1 and x2_2 == other.x2_2;
}
template<Number T>
template<Mat2x2 M>
constexpr bool mat2x2<T>::operator<(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x2_1 < other.x2_1 and x2_2 < other.x2_2;
}
template<Number T>
template<Mat2x2 M>
constexpr bool mat2x2<T>::operator>(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x2_1 > other.x2_1 and x2_2 > other.x2_2;
}
template<Number T>
template<Mat2x2 M>
constexpr bool mat2x2<T>::operator!=(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x2_1 == other.x2_1 and x2_2 == other.x2_2;
}
template<Number T>
template<Mat2x2 M>
constexpr bool mat2x2<T>::operator<=(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x2_1 > other.x2_1 and x2_2 > other.x2_2;
}
template<Number T>
template<Mat2x2 M>
constexpr bool mat2x2<T>::operator>=(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x2_1 < other.x2_1 and x2_2 < other.x2_2;
}
template<Number T>
template<Number N>
constexpr bool mat2x2<T>::operator==(const N& other) const {
return x1_1 == other and x1_2 == other and x2_1 == other and x2_2 == other;
}
template<Number T>
template<Number N>
constexpr bool mat2x2<T>::operator<(const N& other) const {
return x1_1 < other and x1_2 < other and x2_1 < other and x2_2 < other;
}
template<Number T>
template<Number N>
constexpr bool mat2x2<T>::operator>(const N& other) const {
return x1_1 > other and x1_2 > other and x2_1 > other and x2_2 > other;
}
template<Number T>
template<Number N>
constexpr bool mat2x2<T>::operator!=(const N& other) const {
return x1_1 == other and x1_2 == other and x2_1 == other and x2_2 == other;
}
template<Number T>
template<Number N>
constexpr bool mat2x2<T>::operator<=(const N& other) const {
return x1_1 > other and x1_2 > other and x2_1 > other and x2_2 > other;
}
template<Number T>
template<Number N>
constexpr bool mat2x2<T>::operator>=(const N& other) const {
return x1_1 < other and x1_2 < other and x2_1 < other and x2_2 < other;
}
template<Number T>
constexpr inline float mat2x2<T>::abs() const {
return std::sqrt(static_cast<float>(x1_1 * x1_1) + static_cast<float>(x1_2 * x1_2) + static_cast<float>(x2_1 * x2_1) + static_cast<float>(x2_2 * x2_2));
}
template<Number T>
constexpr inline T mat2x2<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T mat2x2<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T mat2x2<T>::dot(const mat2x2<N>& other) const {
return x1_1 * static_cast<T>(other.x1_1) + x1_2 * static_cast<T>(other.x1_2) + x2_1 * static_cast<T>(other.x2_1) + x2_2 * static_cast<T>(other.x2_2);
}
template<Number T>
constexpr T mat2x2<T>::operator[](std::size_t i) const {
return *(&x1_1 + sizeof(T) * i);
}
template<Number T>
constexpr T mat2x2<T>::at(std::size_t row, std::size_t col) const {
return *(&x1_1 + (row * 2 + col * 2) * sizeof(T));
}
template<Number T>
constexpr rvec2<T> mat2x2<T>::row(std::size_t i) const {
return rvec2<T>(*(&x1_1 + (2 * 0 + i) * sizeof(T)), *(&x1_1 + (2 * 1 + i) * sizeof(T)));
}
template<Number T>
constexpr vec2<T> mat2x2<T>::column(std::size_t i) const {
return vec2<T>(*(&x1_1 + (2 * 0 + i) * sizeof(T)), *(&x1_1 + (2 * 1 + i) * sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat2x2<T>::cbegin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat2x2<T>::cend() const {
return Iterator(const_cast<T*>(&x2_2 + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat2x2<T>::begin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat2x2<T>::end() const {
return Iterator(const_cast<T*>(&x2_2 + sizeof(T)));
}
} // namespace gz
#include "mat2x2.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat2x3;
template<Number T>
class mat2x4;
template<Number T>
class rvec2;
template<Number T>
class vec2;
/**
* @brief Class containing 4 numbers
*/
template<Number T>
class mat2x2 {
public:
// Constructors
/// Default constructor
constexpr mat2x2()
: x1_1(0), x1_2(0), x2_1(0), x2_2(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr mat2x2(const N n)
: x1_1(static_cast<T>(n)), x1_2(static_cast<T>(n)), x2_1(static_cast<T>(n)), x2_2(static_cast<T>(n)) {}
/// Create from scalars
template<Number N0_0, Number N0_1, Number N1_0, Number N1_1>
constexpr mat2x2(const N0_0 x1_1, const N0_1 x1_2, const N1_0 x2_1, const N1_1 x2_2)
: x1_1(static_cast<T>(x1_1)), x1_2(static_cast<T>(x1_2)), x2_1(static_cast<T>(x2_1)), x2_2(static_cast<T>(x2_2)) {}
/// Create from row vectors
template<RowVector2 V0, RowVector2 V1>
constexpr mat2x2(const V0& v0, const V1& v1)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v0.y)), x2_1(static_cast<T>(v1.x)), x2_2(static_cast<T>(v1.y)) {}
/// Create from column vectors
template<ColumnVector2 V0, ColumnVector2 V1>
constexpr mat2x2(const V0& v0, const V1& v1)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v1.x)), x2_1(static_cast<T>(v0.y)), x2_2(static_cast<T>(v1.y)) {}
// Values
T x1_1;
T x1_2;
T x2_1;
T x2_2;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const mat2x2<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<Mat2x2 M>
constexpr mat2x2<T> operator+(const M& other) const;
/// Component-wise -
template<Mat2x2 M>
constexpr mat2x2<T> operator-(const M& other) const;
/// Component-wise %
template<Mat2x2 M>
constexpr mat2x2<T> operator%(const M& other) const;
/// Component-wise *
template<Mat2x2 M>
constexpr mat2x2<T> compWiseMult(const M& other) const;
/// Component-wise /
template<Mat2x2 M>
constexpr mat2x2<T> compWiseDiv(const M& other) const;
/// Component-wise assignment +=
template<Mat2x2 M>
constexpr void operator+=(const M& other);
/// Component-wise assignment -=
template<Mat2x2 M>
constexpr void operator-=(const M& other);
/// Component-wise assignment %=
template<Mat2x2 M>
constexpr void operator%=(const M& other);
/// Component-wise assignment *=
template<Mat2x2 M>
constexpr void compWiseAssMult(const M& other);
/// Component-wise assignment /=
template<Mat2x2 M>
constexpr void compWiseAssDiv(const M& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr mat2x2<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr mat2x2<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr mat2x2<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr mat2x2<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr mat2x2<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with vec2 -> vec2
template<ColumnVector2 C>
constexpr vec2<T> operator*(const C& other) const;
/// Matrix multiplication with mat2x2 -> mat2x2
template<Mat2x2 M>
constexpr mat2x2<T> operator*(const M& other) const;
/// Matrix multiplication with mat2x3 -> mat2x3
template<Mat2x3 M>
constexpr mat2x3<T> operator*(const M& other) const;
/// Matrix multiplication with mat2x4 -> mat2x4
template<Mat2x4 M>
constexpr mat2x4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<Mat2x2 M>
constexpr bool operator==(const M& other) const;
/// Component-wise comparison < (and)
template<Mat2x2 M>
constexpr bool operator<(const M& other) const;
/// Component-wise comparison > (and)
template<Mat2x2 M>
constexpr bool operator>(const M& other) const;
/// Component-wise comparison != (and)
template<Mat2x2 M>
constexpr bool operator!=(const M& other) const;
/// Component-wise comparison <= (and)
template<Mat2x2 M>
constexpr bool operator<=(const M& other) const;
/// Component-wise comparison >= (and)
template<Mat2x2 M>
constexpr bool operator>=(const M& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const mat2x2<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Get the element at row and col. row and col start at 0
constexpr T at(std::size_t row, std::size_t col) const;
/// Get the ith row as column vector. i starts at 0
constexpr rvec2<T> row(std::size_t i) const;
/// Get the ith column as row vector. i starts at 0
constexpr vec2<T> column(std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // mat2x2
using mat2x2f = mat2x2<float>;
using mat2x2d = mat2x2<double>;
using mat2x2i = mat2x2<int>;
using mat2x2u = mat2x2<unsigned int>;
static_assert(Mat2x2<mat2x2<int>>, "mat2x2<int> does not satisfy the concept Mat2x2");
} // namespace gz

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#include "mat2x3.hpp"
#include "mat2x2.hpp"
#include "mat2x4.hpp"
#include "mat3x2.hpp"
#include "mat3x3.hpp"
#include "mat3x4.hpp"
#include "rvec3.hpp"
#include "vec2.hpp"
#include "vec3.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS mat2x3
//
template<Number T>
template<Number N>
constexpr void mat2x3<T>::operator=(const mat2x3<N>& other) {
x1_1 = static_cast<T>(other.x1_1);
x1_2 = static_cast<T>(other.x1_2);
x1_3 = static_cast<T>(other.x1_3);
x2_1 = static_cast<T>(other.x2_1);
x2_2 = static_cast<T>(other.x2_2);
x2_3 = static_cast<T>(other.x2_3);
}
template<Number T>
template<Number N>
constexpr void mat2x3<T>::operator=(const N& other) {
x1_1 = static_cast<T>(other);
x1_2 = static_cast<T>(other);
x1_3 = static_cast<T>(other);
x2_1 = static_cast<T>(other);
x2_2 = static_cast<T>(other);
x2_3 = static_cast<T>(other);
}
template<Number T>
template<Mat2x3 M>
constexpr mat2x3<T> mat2x3<T>::operator+(const M& other) const {
return mat2x3<T>(x1_1 + static_cast<T>(other.x1_1), x1_2 + static_cast<T>(other.x1_2), x1_3 + static_cast<T>(other.x1_3), x2_1 + static_cast<T>(other.x2_1), x2_2 + static_cast<T>(other.x2_2), x2_3 + static_cast<T>(other.x2_3));
}
template<Number T>
template<Mat2x3 M>
constexpr mat2x3<T> mat2x3<T>::operator-(const M& other) const {
return mat2x3<T>(x1_1 - static_cast<T>(other.x1_1), x1_2 - static_cast<T>(other.x1_2), x1_3 - static_cast<T>(other.x1_3), x2_1 - static_cast<T>(other.x2_1), x2_2 - static_cast<T>(other.x2_2), x2_3 - static_cast<T>(other.x2_3));
}
template<Number T>
template<Mat2x3 M>
constexpr mat2x3<T> mat2x3<T>::operator%(const M& other) const {
return mat2x3<T>(x1_1 % static_cast<T>(other.x1_1), x1_2 % static_cast<T>(other.x1_2), x1_3 % static_cast<T>(other.x1_3), x2_1 % static_cast<T>(other.x2_1), x2_2 % static_cast<T>(other.x2_2), x2_3 % static_cast<T>(other.x2_3));
}
template<Number T>
template<Mat2x3 M>
constexpr mat2x3<T> mat2x3<T>::compWiseMult(const M& other) const {
return mat2x3<T>(x1_1 * static_cast<T>(other.x1_1), x1_2 * static_cast<T>(other.x1_2), x1_3 * static_cast<T>(other.x1_3), x2_1 * static_cast<T>(other.x2_1), x2_2 * static_cast<T>(other.x2_2), x2_3 * static_cast<T>(other.x2_3));
}
template<Number T>
template<Mat2x3 M>
constexpr mat2x3<T> mat2x3<T>::compWiseDiv(const M& other) const {
return mat2x3<T>(x1_1 / static_cast<T>(other.x1_1), x1_2 / static_cast<T>(other.x1_2), x1_3 / static_cast<T>(other.x1_3), x2_1 / static_cast<T>(other.x2_1), x2_2 / static_cast<T>(other.x2_2), x2_3 / static_cast<T>(other.x2_3));
}
template<Number T>
template<Mat2x3 M>
constexpr void mat2x3<T>::operator+=(const M& other) {
x1_1 += static_cast<T>(other.x1_1);
x1_2 += static_cast<T>(other.x1_2);
x1_3 += static_cast<T>(other.x1_3);
x2_1 += static_cast<T>(other.x2_1);
x2_2 += static_cast<T>(other.x2_2);
x2_3 += static_cast<T>(other.x2_3);
}
template<Number T>
template<Mat2x3 M>
constexpr void mat2x3<T>::operator-=(const M& other) {
x1_1 -= static_cast<T>(other.x1_1);
x1_2 -= static_cast<T>(other.x1_2);
x1_3 -= static_cast<T>(other.x1_3);
x2_1 -= static_cast<T>(other.x2_1);
x2_2 -= static_cast<T>(other.x2_2);
x2_3 -= static_cast<T>(other.x2_3);
}
template<Number T>
template<Mat2x3 M>
constexpr void mat2x3<T>::operator%=(const M& other) {
x1_1 %= static_cast<T>(other.x1_1);
x1_2 %= static_cast<T>(other.x1_2);
x1_3 %= static_cast<T>(other.x1_3);
x2_1 %= static_cast<T>(other.x2_1);
x2_2 %= static_cast<T>(other.x2_2);
x2_3 %= static_cast<T>(other.x2_3);
}
template<Number T>
template<Mat2x3 M>
constexpr void mat2x3<T>::compWiseAssMult(const M& other) {
x1_1 *= static_cast<T>(other.x1_1);
x1_2 *= static_cast<T>(other.x1_2);
x1_3 *= static_cast<T>(other.x1_3);
x2_1 *= static_cast<T>(other.x2_1);
x2_2 *= static_cast<T>(other.x2_2);
x2_3 *= static_cast<T>(other.x2_3);
}
template<Number T>
template<Mat2x3 M>
constexpr void mat2x3<T>::compWiseAssDiv(const M& other) {
x1_1 /= static_cast<T>(other.x1_1);
x1_2 /= static_cast<T>(other.x1_2);
x1_3 /= static_cast<T>(other.x1_3);
x2_1 /= static_cast<T>(other.x2_1);
x2_2 /= static_cast<T>(other.x2_2);
x2_3 /= static_cast<T>(other.x2_3);
}
template<Number T>
template<Number N>
constexpr mat2x3<T> mat2x3<T>::operator+(const N& other) const {
return mat2x3<T>(x1_1 + static_cast<T>(other), x1_2 + static_cast<T>(other), x1_3 + static_cast<T>(other), x2_1 + static_cast<T>(other), x2_2 + static_cast<T>(other), x2_3 + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x3<T> mat2x3<T>::operator-(const N& other) const {
return mat2x3<T>(x1_1 - static_cast<T>(other), x1_2 - static_cast<T>(other), x1_3 - static_cast<T>(other), x2_1 - static_cast<T>(other), x2_2 - static_cast<T>(other), x2_3 - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x3<T> mat2x3<T>::operator%(const N& other) const {
return mat2x3<T>(x1_1 % static_cast<T>(other), x1_2 % static_cast<T>(other), x1_3 % static_cast<T>(other), x2_1 % static_cast<T>(other), x2_2 % static_cast<T>(other), x2_3 % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x3<T> mat2x3<T>::compWiseMult(const N& other) const {
return mat2x3<T>(x1_1 * static_cast<T>(other), x1_2 * static_cast<T>(other), x1_3 * static_cast<T>(other), x2_1 * static_cast<T>(other), x2_2 * static_cast<T>(other), x2_3 * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x3<T> mat2x3<T>::compWiseDiv(const N& other) const {
return mat2x3<T>(x1_1 / static_cast<T>(other), x1_2 / static_cast<T>(other), x1_3 / static_cast<T>(other), x2_1 / static_cast<T>(other), x2_2 / static_cast<T>(other), x2_3 / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void mat2x3<T>::operator+=(const N& other) {
x1_1 += static_cast<T>(other);
x1_2 += static_cast<T>(other);
x1_3 += static_cast<T>(other);
x2_1 += static_cast<T>(other);
x2_2 += static_cast<T>(other);
x2_3 += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x3<T>::operator-=(const N& other) {
x1_1 -= static_cast<T>(other);
x1_2 -= static_cast<T>(other);
x1_3 -= static_cast<T>(other);
x2_1 -= static_cast<T>(other);
x2_2 -= static_cast<T>(other);
x2_3 -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x3<T>::operator%=(const N& other) {
x1_1 %= static_cast<T>(other);
x1_2 %= static_cast<T>(other);
x1_3 %= static_cast<T>(other);
x2_1 %= static_cast<T>(other);
x2_2 %= static_cast<T>(other);
x2_3 %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x3<T>::compWiseAssMult(const N& other) {
x1_1 *= static_cast<T>(other);
x1_2 *= static_cast<T>(other);
x1_3 *= static_cast<T>(other);
x2_1 *= static_cast<T>(other);
x2_2 *= static_cast<T>(other);
x2_3 *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x3<T>::compWiseAssDiv(const N& other) {
x1_1 /= static_cast<T>(other);
x1_2 /= static_cast<T>(other);
x1_3 /= static_cast<T>(other);
x2_1 /= static_cast<T>(other);
x2_2 /= static_cast<T>(other);
x2_3 /= static_cast<T>(other);
}
template<Number T>
template<ColumnVector3 C>
constexpr vec2<T> mat2x3<T>::operator*(const C& other) const {
vec2<T> new_;
new_.x = x1_1 * other.x + x1_2 * other.y + x1_3 * other.z;
new_.y = x2_1 * other.x + x2_2 * other.y + x2_3 * other.z;
return new_;
}
template<Number T>
template<Mat3x2 M>
constexpr mat2x2<T> mat2x3<T>::operator*(const M& other) const {
mat2x2<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2;
return new_;
}
template<Number T>
template<Mat3x3 M>
constexpr mat2x3<T> mat2x3<T>::operator*(const M& other) const {
mat2x3<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3;
return new_;
}
template<Number T>
template<Mat3x4 M>
constexpr mat2x4<T> mat2x3<T>::operator*(const M& other) const {
mat2x4<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3;
new_.x1_4 = x1_1 * other.x1_4 + x1_2 * other.x2_4 + x1_3 * other.x3_4;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3;
new_.x2_4 = x2_1 * other.x1_4 + x2_2 * other.x2_4 + x2_3 * other.x3_4;
return new_;
}
template<Number T>
template<Mat2x3 M>
constexpr bool mat2x3<T>::operator==(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3;
}
template<Number T>
template<Mat2x3 M>
constexpr bool mat2x3<T>::operator<(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3;
}
template<Number T>
template<Mat2x3 M>
constexpr bool mat2x3<T>::operator>(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3;
}
template<Number T>
template<Mat2x3 M>
constexpr bool mat2x3<T>::operator!=(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3;
}
template<Number T>
template<Mat2x3 M>
constexpr bool mat2x3<T>::operator<=(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3;
}
template<Number T>
template<Mat2x3 M>
constexpr bool mat2x3<T>::operator>=(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3;
}
template<Number T>
template<Number N>
constexpr bool mat2x3<T>::operator==(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x2_1 == other and x2_2 == other and x2_3 == other;
}
template<Number T>
template<Number N>
constexpr bool mat2x3<T>::operator<(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x2_1 < other and x2_2 < other and x2_3 < other;
}
template<Number T>
template<Number N>
constexpr bool mat2x3<T>::operator>(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x2_1 > other and x2_2 > other and x2_3 > other;
}
template<Number T>
template<Number N>
constexpr bool mat2x3<T>::operator!=(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x2_1 == other and x2_2 == other and x2_3 == other;
}
template<Number T>
template<Number N>
constexpr bool mat2x3<T>::operator<=(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x2_1 > other and x2_2 > other and x2_3 > other;
}
template<Number T>
template<Number N>
constexpr bool mat2x3<T>::operator>=(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x2_1 < other and x2_2 < other and x2_3 < other;
}
template<Number T>
constexpr inline float mat2x3<T>::abs() const {
return std::sqrt(static_cast<float>(x1_1 * x1_1) + static_cast<float>(x1_2 * x1_2) + static_cast<float>(x1_3 * x1_3) + static_cast<float>(x2_1 * x2_1) + static_cast<float>(x2_2 * x2_2) + static_cast<float>(x2_3 * x2_3));
}
template<Number T>
constexpr inline T mat2x3<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T mat2x3<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T mat2x3<T>::dot(const mat2x3<N>& other) const {
return x1_1 * static_cast<T>(other.x1_1) + x1_2 * static_cast<T>(other.x1_2) + x1_3 * static_cast<T>(other.x1_3) + x2_1 * static_cast<T>(other.x2_1) + x2_2 * static_cast<T>(other.x2_2) + x2_3 * static_cast<T>(other.x2_3);
}
template<Number T>
constexpr T mat2x3<T>::operator[](std::size_t i) const {
return *(&x1_1 + sizeof(T) * i);
}
template<Number T>
constexpr T mat2x3<T>::at(std::size_t row, std::size_t col) const {
return *(&x1_1 + (row * 2 + col * 3) * sizeof(T));
}
template<Number T>
constexpr rvec3<T> mat2x3<T>::row(std::size_t i) const {
return rvec3<T>(*(&x1_1 + (2 * 0 + i) * sizeof(T)), *(&x1_1 + (2 * 1 + i) * sizeof(T)), *(&x1_1 + (2 * 2 + i) * sizeof(T)));
}
template<Number T>
constexpr vec2<T> mat2x3<T>::column(std::size_t i) const {
return vec2<T>(*(&x1_1 + (3 * 0 + i) * sizeof(T)), *(&x1_1 + (3 * 1 + i) * sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat2x3<T>::cbegin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat2x3<T>::cend() const {
return Iterator(const_cast<T*>(&x2_3 + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat2x3<T>::begin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat2x3<T>::end() const {
return Iterator(const_cast<T*>(&x2_3 + sizeof(T)));
}
} // namespace gz
#include "mat2x3.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat2x2;
template<Number T>
class mat2x4;
template<Number T>
class mat3x2;
template<Number T>
class mat3x3;
template<Number T>
class mat3x4;
template<Number T>
class rvec3;
template<Number T>
class vec2;
template<Number T>
class vec3;
/**
* @brief Class containing 6 numbers
*/
template<Number T>
class mat2x3 {
public:
// Constructors
/// Default constructor
constexpr mat2x3()
: x1_1(0), x1_2(0), x1_3(0), x2_1(0), x2_2(0), x2_3(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr mat2x3(const N n)
: x1_1(static_cast<T>(n)), x1_2(static_cast<T>(n)), x1_3(static_cast<T>(n)), x2_1(static_cast<T>(n)), x2_2(static_cast<T>(n)), x2_3(static_cast<T>(n)) {}
/// Create from scalars
template<Number N0_0, Number N0_1, Number N0_2, Number N1_0, Number N1_1, Number N1_2>
constexpr mat2x3(const N0_0 x1_1, const N0_1 x1_2, const N0_2 x1_3, const N1_0 x2_1, const N1_1 x2_2, const N1_2 x2_3)
: x1_1(static_cast<T>(x1_1)), x1_2(static_cast<T>(x1_2)), x1_3(static_cast<T>(x1_3)), x2_1(static_cast<T>(x2_1)), x2_2(static_cast<T>(x2_2)), x2_3(static_cast<T>(x2_3)) {}
/// Create from row vectors
template<RowVector3 V0, RowVector3 V1>
constexpr mat2x3(const V0& v0, const V1& v1)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v0.y)), x1_3(static_cast<T>(v0.z)), x2_1(static_cast<T>(v1.x)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v1.z)) {}
/// Create from column vectors
template<ColumnVector2 V0, ColumnVector2 V1, ColumnVector2 V2>
constexpr mat2x3(const V0& v0, const V1& v1, const V2& v2)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v1.x)), x1_3(static_cast<T>(v2.x)), x2_1(static_cast<T>(v0.y)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v2.y)) {}
// Values
T x1_1;
T x1_2;
T x1_3;
T x2_1;
T x2_2;
T x2_3;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const mat2x3<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<Mat2x3 M>
constexpr mat2x3<T> operator+(const M& other) const;
/// Component-wise -
template<Mat2x3 M>
constexpr mat2x3<T> operator-(const M& other) const;
/// Component-wise %
template<Mat2x3 M>
constexpr mat2x3<T> operator%(const M& other) const;
/// Component-wise *
template<Mat2x3 M>
constexpr mat2x3<T> compWiseMult(const M& other) const;
/// Component-wise /
template<Mat2x3 M>
constexpr mat2x3<T> compWiseDiv(const M& other) const;
/// Component-wise assignment +=
template<Mat2x3 M>
constexpr void operator+=(const M& other);
/// Component-wise assignment -=
template<Mat2x3 M>
constexpr void operator-=(const M& other);
/// Component-wise assignment %=
template<Mat2x3 M>
constexpr void operator%=(const M& other);
/// Component-wise assignment *=
template<Mat2x3 M>
constexpr void compWiseAssMult(const M& other);
/// Component-wise assignment /=
template<Mat2x3 M>
constexpr void compWiseAssDiv(const M& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr mat2x3<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr mat2x3<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr mat2x3<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr mat2x3<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr mat2x3<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with vec3 -> vec2
template<ColumnVector3 C>
constexpr vec2<T> operator*(const C& other) const;
/// Matrix multiplication with mat3x2 -> mat2x2
template<Mat3x2 M>
constexpr mat2x2<T> operator*(const M& other) const;
/// Matrix multiplication with mat3x3 -> mat2x3
template<Mat3x3 M>
constexpr mat2x3<T> operator*(const M& other) const;
/// Matrix multiplication with mat3x4 -> mat2x4
template<Mat3x4 M>
constexpr mat2x4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<Mat2x3 M>
constexpr bool operator==(const M& other) const;
/// Component-wise comparison < (and)
template<Mat2x3 M>
constexpr bool operator<(const M& other) const;
/// Component-wise comparison > (and)
template<Mat2x3 M>
constexpr bool operator>(const M& other) const;
/// Component-wise comparison != (and)
template<Mat2x3 M>
constexpr bool operator!=(const M& other) const;
/// Component-wise comparison <= (and)
template<Mat2x3 M>
constexpr bool operator<=(const M& other) const;
/// Component-wise comparison >= (and)
template<Mat2x3 M>
constexpr bool operator>=(const M& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const mat2x3<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Get the element at row and col. row and col start at 0
constexpr T at(std::size_t row, std::size_t col) const;
/// Get the ith row as column vector. i starts at 0
constexpr rvec3<T> row(std::size_t i) const;
/// Get the ith column as row vector. i starts at 0
constexpr vec2<T> column(std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // mat2x3
using mat2x3f = mat2x3<float>;
using mat2x3d = mat2x3<double>;
using mat2x3i = mat2x3<int>;
using mat2x3u = mat2x3<unsigned int>;
static_assert(Mat2x3<mat2x3<int>>, "mat2x3<int> does not satisfy the concept Mat2x3");
} // namespace gz

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#include "mat2x4.hpp"
#include "mat2x2.hpp"
#include "mat2x3.hpp"
#include "mat4x2.hpp"
#include "mat4x3.hpp"
#include "mat4x4.hpp"
#include "rvec4.hpp"
#include "vec2.hpp"
#include "vec4.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS mat2x4
//
template<Number T>
template<Number N>
constexpr void mat2x4<T>::operator=(const mat2x4<N>& other) {
x1_1 = static_cast<T>(other.x1_1);
x1_2 = static_cast<T>(other.x1_2);
x1_3 = static_cast<T>(other.x1_3);
x1_4 = static_cast<T>(other.x1_4);
x2_1 = static_cast<T>(other.x2_1);
x2_2 = static_cast<T>(other.x2_2);
x2_3 = static_cast<T>(other.x2_3);
x2_4 = static_cast<T>(other.x2_4);
}
template<Number T>
template<Number N>
constexpr void mat2x4<T>::operator=(const N& other) {
x1_1 = static_cast<T>(other);
x1_2 = static_cast<T>(other);
x1_3 = static_cast<T>(other);
x1_4 = static_cast<T>(other);
x2_1 = static_cast<T>(other);
x2_2 = static_cast<T>(other);
x2_3 = static_cast<T>(other);
x2_4 = static_cast<T>(other);
}
template<Number T>
template<Mat2x4 M>
constexpr mat2x4<T> mat2x4<T>::operator+(const M& other) const {
return mat2x4<T>(x1_1 + static_cast<T>(other.x1_1), x1_2 + static_cast<T>(other.x1_2), x1_3 + static_cast<T>(other.x1_3), x1_4 + static_cast<T>(other.x1_4), x2_1 + static_cast<T>(other.x2_1), x2_2 + static_cast<T>(other.x2_2), x2_3 + static_cast<T>(other.x2_3), x2_4 + static_cast<T>(other.x2_4));
}
template<Number T>
template<Mat2x4 M>
constexpr mat2x4<T> mat2x4<T>::operator-(const M& other) const {
return mat2x4<T>(x1_1 - static_cast<T>(other.x1_1), x1_2 - static_cast<T>(other.x1_2), x1_3 - static_cast<T>(other.x1_3), x1_4 - static_cast<T>(other.x1_4), x2_1 - static_cast<T>(other.x2_1), x2_2 - static_cast<T>(other.x2_2), x2_3 - static_cast<T>(other.x2_3), x2_4 - static_cast<T>(other.x2_4));
}
template<Number T>
template<Mat2x4 M>
constexpr mat2x4<T> mat2x4<T>::operator%(const M& other) const {
return mat2x4<T>(x1_1 % static_cast<T>(other.x1_1), x1_2 % static_cast<T>(other.x1_2), x1_3 % static_cast<T>(other.x1_3), x1_4 % static_cast<T>(other.x1_4), x2_1 % static_cast<T>(other.x2_1), x2_2 % static_cast<T>(other.x2_2), x2_3 % static_cast<T>(other.x2_3), x2_4 % static_cast<T>(other.x2_4));
}
template<Number T>
template<Mat2x4 M>
constexpr mat2x4<T> mat2x4<T>::compWiseMult(const M& other) const {
return mat2x4<T>(x1_1 * static_cast<T>(other.x1_1), x1_2 * static_cast<T>(other.x1_2), x1_3 * static_cast<T>(other.x1_3), x1_4 * static_cast<T>(other.x1_4), x2_1 * static_cast<T>(other.x2_1), x2_2 * static_cast<T>(other.x2_2), x2_3 * static_cast<T>(other.x2_3), x2_4 * static_cast<T>(other.x2_4));
}
template<Number T>
template<Mat2x4 M>
constexpr mat2x4<T> mat2x4<T>::compWiseDiv(const M& other) const {
return mat2x4<T>(x1_1 / static_cast<T>(other.x1_1), x1_2 / static_cast<T>(other.x1_2), x1_3 / static_cast<T>(other.x1_3), x1_4 / static_cast<T>(other.x1_4), x2_1 / static_cast<T>(other.x2_1), x2_2 / static_cast<T>(other.x2_2), x2_3 / static_cast<T>(other.x2_3), x2_4 / static_cast<T>(other.x2_4));
}
template<Number T>
template<Mat2x4 M>
constexpr void mat2x4<T>::operator+=(const M& other) {
x1_1 += static_cast<T>(other.x1_1);
x1_2 += static_cast<T>(other.x1_2);
x1_3 += static_cast<T>(other.x1_3);
x1_4 += static_cast<T>(other.x1_4);
x2_1 += static_cast<T>(other.x2_1);
x2_2 += static_cast<T>(other.x2_2);
x2_3 += static_cast<T>(other.x2_3);
x2_4 += static_cast<T>(other.x2_4);
}
template<Number T>
template<Mat2x4 M>
constexpr void mat2x4<T>::operator-=(const M& other) {
x1_1 -= static_cast<T>(other.x1_1);
x1_2 -= static_cast<T>(other.x1_2);
x1_3 -= static_cast<T>(other.x1_3);
x1_4 -= static_cast<T>(other.x1_4);
x2_1 -= static_cast<T>(other.x2_1);
x2_2 -= static_cast<T>(other.x2_2);
x2_3 -= static_cast<T>(other.x2_3);
x2_4 -= static_cast<T>(other.x2_4);
}
template<Number T>
template<Mat2x4 M>
constexpr void mat2x4<T>::operator%=(const M& other) {
x1_1 %= static_cast<T>(other.x1_1);
x1_2 %= static_cast<T>(other.x1_2);
x1_3 %= static_cast<T>(other.x1_3);
x1_4 %= static_cast<T>(other.x1_4);
x2_1 %= static_cast<T>(other.x2_1);
x2_2 %= static_cast<T>(other.x2_2);
x2_3 %= static_cast<T>(other.x2_3);
x2_4 %= static_cast<T>(other.x2_4);
}
template<Number T>
template<Mat2x4 M>
constexpr void mat2x4<T>::compWiseAssMult(const M& other) {
x1_1 *= static_cast<T>(other.x1_1);
x1_2 *= static_cast<T>(other.x1_2);
x1_3 *= static_cast<T>(other.x1_3);
x1_4 *= static_cast<T>(other.x1_4);
x2_1 *= static_cast<T>(other.x2_1);
x2_2 *= static_cast<T>(other.x2_2);
x2_3 *= static_cast<T>(other.x2_3);
x2_4 *= static_cast<T>(other.x2_4);
}
template<Number T>
template<Mat2x4 M>
constexpr void mat2x4<T>::compWiseAssDiv(const M& other) {
x1_1 /= static_cast<T>(other.x1_1);
x1_2 /= static_cast<T>(other.x1_2);
x1_3 /= static_cast<T>(other.x1_3);
x1_4 /= static_cast<T>(other.x1_4);
x2_1 /= static_cast<T>(other.x2_1);
x2_2 /= static_cast<T>(other.x2_2);
x2_3 /= static_cast<T>(other.x2_3);
x2_4 /= static_cast<T>(other.x2_4);
}
template<Number T>
template<Number N>
constexpr mat2x4<T> mat2x4<T>::operator+(const N& other) const {
return mat2x4<T>(x1_1 + static_cast<T>(other), x1_2 + static_cast<T>(other), x1_3 + static_cast<T>(other), x1_4 + static_cast<T>(other), x2_1 + static_cast<T>(other), x2_2 + static_cast<T>(other), x2_3 + static_cast<T>(other), x2_4 + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x4<T> mat2x4<T>::operator-(const N& other) const {
return mat2x4<T>(x1_1 - static_cast<T>(other), x1_2 - static_cast<T>(other), x1_3 - static_cast<T>(other), x1_4 - static_cast<T>(other), x2_1 - static_cast<T>(other), x2_2 - static_cast<T>(other), x2_3 - static_cast<T>(other), x2_4 - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x4<T> mat2x4<T>::operator%(const N& other) const {
return mat2x4<T>(x1_1 % static_cast<T>(other), x1_2 % static_cast<T>(other), x1_3 % static_cast<T>(other), x1_4 % static_cast<T>(other), x2_1 % static_cast<T>(other), x2_2 % static_cast<T>(other), x2_3 % static_cast<T>(other), x2_4 % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x4<T> mat2x4<T>::compWiseMult(const N& other) const {
return mat2x4<T>(x1_1 * static_cast<T>(other), x1_2 * static_cast<T>(other), x1_3 * static_cast<T>(other), x1_4 * static_cast<T>(other), x2_1 * static_cast<T>(other), x2_2 * static_cast<T>(other), x2_3 * static_cast<T>(other), x2_4 * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat2x4<T> mat2x4<T>::compWiseDiv(const N& other) const {
return mat2x4<T>(x1_1 / static_cast<T>(other), x1_2 / static_cast<T>(other), x1_3 / static_cast<T>(other), x1_4 / static_cast<T>(other), x2_1 / static_cast<T>(other), x2_2 / static_cast<T>(other), x2_3 / static_cast<T>(other), x2_4 / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void mat2x4<T>::operator+=(const N& other) {
x1_1 += static_cast<T>(other);
x1_2 += static_cast<T>(other);
x1_3 += static_cast<T>(other);
x1_4 += static_cast<T>(other);
x2_1 += static_cast<T>(other);
x2_2 += static_cast<T>(other);
x2_3 += static_cast<T>(other);
x2_4 += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x4<T>::operator-=(const N& other) {
x1_1 -= static_cast<T>(other);
x1_2 -= static_cast<T>(other);
x1_3 -= static_cast<T>(other);
x1_4 -= static_cast<T>(other);
x2_1 -= static_cast<T>(other);
x2_2 -= static_cast<T>(other);
x2_3 -= static_cast<T>(other);
x2_4 -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x4<T>::operator%=(const N& other) {
x1_1 %= static_cast<T>(other);
x1_2 %= static_cast<T>(other);
x1_3 %= static_cast<T>(other);
x1_4 %= static_cast<T>(other);
x2_1 %= static_cast<T>(other);
x2_2 %= static_cast<T>(other);
x2_3 %= static_cast<T>(other);
x2_4 %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x4<T>::compWiseAssMult(const N& other) {
x1_1 *= static_cast<T>(other);
x1_2 *= static_cast<T>(other);
x1_3 *= static_cast<T>(other);
x1_4 *= static_cast<T>(other);
x2_1 *= static_cast<T>(other);
x2_2 *= static_cast<T>(other);
x2_3 *= static_cast<T>(other);
x2_4 *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat2x4<T>::compWiseAssDiv(const N& other) {
x1_1 /= static_cast<T>(other);
x1_2 /= static_cast<T>(other);
x1_3 /= static_cast<T>(other);
x1_4 /= static_cast<T>(other);
x2_1 /= static_cast<T>(other);
x2_2 /= static_cast<T>(other);
x2_3 /= static_cast<T>(other);
x2_4 /= static_cast<T>(other);
}
template<Number T>
template<ColumnVector4 C>
constexpr vec2<T> mat2x4<T>::operator*(const C& other) const {
vec2<T> new_;
new_.x = x1_1 * other.x + x1_2 * other.y + x1_3 * other.z + x1_4 * other.w;
new_.y = x2_1 * other.x + x2_2 * other.y + x2_3 * other.z + x2_4 * other.w;
return new_;
}
template<Number T>
template<Mat4x2 M>
constexpr mat2x2<T> mat2x4<T>::operator*(const M& other) const {
mat2x2<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1 + x1_4 * other.x4_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2 + x1_4 * other.x4_2;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1 + x2_4 * other.x4_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2 + x2_4 * other.x4_2;
return new_;
}
template<Number T>
template<Mat4x3 M>
constexpr mat2x3<T> mat2x4<T>::operator*(const M& other) const {
mat2x3<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1 + x1_4 * other.x4_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2 + x1_4 * other.x4_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3 + x1_4 * other.x4_3;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1 + x2_4 * other.x4_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2 + x2_4 * other.x4_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3 + x2_4 * other.x4_3;
return new_;
}
template<Number T>
template<Mat4x4 M>
constexpr mat2x4<T> mat2x4<T>::operator*(const M& other) const {
mat2x4<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1 + x1_4 * other.x4_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2 + x1_4 * other.x4_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3 + x1_4 * other.x4_3;
new_.x1_4 = x1_1 * other.x1_4 + x1_2 * other.x2_4 + x1_3 * other.x3_4 + x1_4 * other.x4_4;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1 + x2_4 * other.x4_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2 + x2_4 * other.x4_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3 + x2_4 * other.x4_3;
new_.x2_4 = x2_1 * other.x1_4 + x2_2 * other.x2_4 + x2_3 * other.x3_4 + x2_4 * other.x4_4;
return new_;
}
template<Number T>
template<Mat2x4 M>
constexpr bool mat2x4<T>::operator==(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x1_4 == other.x1_4 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3 and x2_4 == other.x2_4;
}
template<Number T>
template<Mat2x4 M>
constexpr bool mat2x4<T>::operator<(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x1_4 < other.x1_4 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3 and x2_4 < other.x2_4;
}
template<Number T>
template<Mat2x4 M>
constexpr bool mat2x4<T>::operator>(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x1_4 > other.x1_4 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3 and x2_4 > other.x2_4;
}
template<Number T>
template<Mat2x4 M>
constexpr bool mat2x4<T>::operator!=(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x1_4 == other.x1_4 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3 and x2_4 == other.x2_4;
}
template<Number T>
template<Mat2x4 M>
constexpr bool mat2x4<T>::operator<=(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x1_4 > other.x1_4 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3 and x2_4 > other.x2_4;
}
template<Number T>
template<Mat2x4 M>
constexpr bool mat2x4<T>::operator>=(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x1_4 < other.x1_4 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3 and x2_4 < other.x2_4;
}
template<Number T>
template<Number N>
constexpr bool mat2x4<T>::operator==(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x1_4 == other and x2_1 == other and x2_2 == other and x2_3 == other and x2_4 == other;
}
template<Number T>
template<Number N>
constexpr bool mat2x4<T>::operator<(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x1_4 < other and x2_1 < other and x2_2 < other and x2_3 < other and x2_4 < other;
}
template<Number T>
template<Number N>
constexpr bool mat2x4<T>::operator>(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x1_4 > other and x2_1 > other and x2_2 > other and x2_3 > other and x2_4 > other;
}
template<Number T>
template<Number N>
constexpr bool mat2x4<T>::operator!=(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x1_4 == other and x2_1 == other and x2_2 == other and x2_3 == other and x2_4 == other;
}
template<Number T>
template<Number N>
constexpr bool mat2x4<T>::operator<=(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x1_4 > other and x2_1 > other and x2_2 > other and x2_3 > other and x2_4 > other;
}
template<Number T>
template<Number N>
constexpr bool mat2x4<T>::operator>=(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x1_4 < other and x2_1 < other and x2_2 < other and x2_3 < other and x2_4 < other;
}
template<Number T>
constexpr inline float mat2x4<T>::abs() const {
return std::sqrt(static_cast<float>(x1_1 * x1_1) + static_cast<float>(x1_2 * x1_2) + static_cast<float>(x1_3 * x1_3) + static_cast<float>(x1_4 * x1_4) + static_cast<float>(x2_1 * x2_1) + static_cast<float>(x2_2 * x2_2) + static_cast<float>(x2_3 * x2_3) + static_cast<float>(x2_4 * x2_4));
}
template<Number T>
constexpr inline T mat2x4<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T mat2x4<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T mat2x4<T>::dot(const mat2x4<N>& other) const {
return x1_1 * static_cast<T>(other.x1_1) + x1_2 * static_cast<T>(other.x1_2) + x1_3 * static_cast<T>(other.x1_3) + x1_4 * static_cast<T>(other.x1_4) + x2_1 * static_cast<T>(other.x2_1) + x2_2 * static_cast<T>(other.x2_2) + x2_3 * static_cast<T>(other.x2_3) + x2_4 * static_cast<T>(other.x2_4);
}
template<Number T>
constexpr T mat2x4<T>::operator[](std::size_t i) const {
return *(&x1_1 + sizeof(T) * i);
}
template<Number T>
constexpr T mat2x4<T>::at(std::size_t row, std::size_t col) const {
return *(&x1_1 + (row * 2 + col * 4) * sizeof(T));
}
template<Number T>
constexpr rvec4<T> mat2x4<T>::row(std::size_t i) const {
return rvec4<T>(*(&x1_1 + (2 * 0 + i) * sizeof(T)), *(&x1_1 + (2 * 1 + i) * sizeof(T)), *(&x1_1 + (2 * 2 + i) * sizeof(T)), *(&x1_1 + (2 * 3 + i) * sizeof(T)));
}
template<Number T>
constexpr vec2<T> mat2x4<T>::column(std::size_t i) const {
return vec2<T>(*(&x1_1 + (4 * 0 + i) * sizeof(T)), *(&x1_1 + (4 * 1 + i) * sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat2x4<T>::cbegin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat2x4<T>::cend() const {
return Iterator(const_cast<T*>(&x2_4 + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat2x4<T>::begin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat2x4<T>::end() const {
return Iterator(const_cast<T*>(&x2_4 + sizeof(T)));
}
} // namespace gz
#include "mat2x4.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat2x2;
template<Number T>
class mat2x3;
template<Number T>
class mat4x2;
template<Number T>
class mat4x3;
template<Number T>
class mat4x4;
template<Number T>
class rvec4;
template<Number T>
class vec2;
template<Number T>
class vec4;
/**
* @brief Class containing 8 numbers
*/
template<Number T>
class mat2x4 {
public:
// Constructors
/// Default constructor
constexpr mat2x4()
: x1_1(0), x1_2(0), x1_3(0), x1_4(0), x2_1(0), x2_2(0), x2_3(0), x2_4(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr mat2x4(const N n)
: x1_1(static_cast<T>(n)), x1_2(static_cast<T>(n)), x1_3(static_cast<T>(n)), x1_4(static_cast<T>(n)), x2_1(static_cast<T>(n)), x2_2(static_cast<T>(n)), x2_3(static_cast<T>(n)), x2_4(static_cast<T>(n)) {}
/// Create from scalars
template<Number N0_0, Number N0_1, Number N0_2, Number N0_3, Number N1_0, Number N1_1, Number N1_2, Number N1_3>
constexpr mat2x4(const N0_0 x1_1, const N0_1 x1_2, const N0_2 x1_3, const N0_3 x1_4, const N1_0 x2_1, const N1_1 x2_2, const N1_2 x2_3, const N1_3 x2_4)
: x1_1(static_cast<T>(x1_1)), x1_2(static_cast<T>(x1_2)), x1_3(static_cast<T>(x1_3)), x1_4(static_cast<T>(x1_4)), x2_1(static_cast<T>(x2_1)), x2_2(static_cast<T>(x2_2)), x2_3(static_cast<T>(x2_3)), x2_4(static_cast<T>(x2_4)) {}
/// Create from row vectors
template<RowVector4 V0, RowVector4 V1>
constexpr mat2x4(const V0& v0, const V1& v1)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v0.y)), x1_3(static_cast<T>(v0.z)), x1_4(static_cast<T>(v0.w)), x2_1(static_cast<T>(v1.x)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v1.z)), x2_4(static_cast<T>(v1.w)) {}
/// Create from column vectors
template<ColumnVector2 V0, ColumnVector2 V1, ColumnVector2 V2, ColumnVector2 V3>
constexpr mat2x4(const V0& v0, const V1& v1, const V2& v2, const V3& v3)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v1.x)), x1_3(static_cast<T>(v2.x)), x1_4(static_cast<T>(v3.x)), x2_1(static_cast<T>(v0.y)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v2.y)), x2_4(static_cast<T>(v3.y)) {}
// Values
T x1_1;
T x1_2;
T x1_3;
T x1_4;
T x2_1;
T x2_2;
T x2_3;
T x2_4;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const mat2x4<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<Mat2x4 M>
constexpr mat2x4<T> operator+(const M& other) const;
/// Component-wise -
template<Mat2x4 M>
constexpr mat2x4<T> operator-(const M& other) const;
/// Component-wise %
template<Mat2x4 M>
constexpr mat2x4<T> operator%(const M& other) const;
/// Component-wise *
template<Mat2x4 M>
constexpr mat2x4<T> compWiseMult(const M& other) const;
/// Component-wise /
template<Mat2x4 M>
constexpr mat2x4<T> compWiseDiv(const M& other) const;
/// Component-wise assignment +=
template<Mat2x4 M>
constexpr void operator+=(const M& other);
/// Component-wise assignment -=
template<Mat2x4 M>
constexpr void operator-=(const M& other);
/// Component-wise assignment %=
template<Mat2x4 M>
constexpr void operator%=(const M& other);
/// Component-wise assignment *=
template<Mat2x4 M>
constexpr void compWiseAssMult(const M& other);
/// Component-wise assignment /=
template<Mat2x4 M>
constexpr void compWiseAssDiv(const M& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr mat2x4<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr mat2x4<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr mat2x4<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr mat2x4<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr mat2x4<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with vec4 -> vec2
template<ColumnVector4 C>
constexpr vec2<T> operator*(const C& other) const;
/// Matrix multiplication with mat4x2 -> mat2x2
template<Mat4x2 M>
constexpr mat2x2<T> operator*(const M& other) const;
/// Matrix multiplication with mat4x3 -> mat2x3
template<Mat4x3 M>
constexpr mat2x3<T> operator*(const M& other) const;
/// Matrix multiplication with mat4x4 -> mat2x4
template<Mat4x4 M>
constexpr mat2x4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<Mat2x4 M>
constexpr bool operator==(const M& other) const;
/// Component-wise comparison < (and)
template<Mat2x4 M>
constexpr bool operator<(const M& other) const;
/// Component-wise comparison > (and)
template<Mat2x4 M>
constexpr bool operator>(const M& other) const;
/// Component-wise comparison != (and)
template<Mat2x4 M>
constexpr bool operator!=(const M& other) const;
/// Component-wise comparison <= (and)
template<Mat2x4 M>
constexpr bool operator<=(const M& other) const;
/// Component-wise comparison >= (and)
template<Mat2x4 M>
constexpr bool operator>=(const M& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const mat2x4<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Get the element at row and col. row and col start at 0
constexpr T at(std::size_t row, std::size_t col) const;
/// Get the ith row as column vector. i starts at 0
constexpr rvec4<T> row(std::size_t i) const;
/// Get the ith column as row vector. i starts at 0
constexpr vec2<T> column(std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // mat2x4
using mat2x4f = mat2x4<float>;
using mat2x4d = mat2x4<double>;
using mat2x4i = mat2x4<int>;
using mat2x4u = mat2x4<unsigned int>;
static_assert(Mat2x4<mat2x4<int>>, "mat2x4<int> does not satisfy the concept Mat2x4");
} // namespace gz

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#include "mat3x2.hpp"
#include "mat2x2.hpp"
#include "mat2x3.hpp"
#include "mat2x4.hpp"
#include "mat3x3.hpp"
#include "mat3x4.hpp"
#include "rvec2.hpp"
#include "vec2.hpp"
#include "vec3.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS mat3x2
//
template<Number T>
template<Number N>
constexpr void mat3x2<T>::operator=(const mat3x2<N>& other) {
x1_1 = static_cast<T>(other.x1_1);
x1_2 = static_cast<T>(other.x1_2);
x2_1 = static_cast<T>(other.x2_1);
x2_2 = static_cast<T>(other.x2_2);
x3_1 = static_cast<T>(other.x3_1);
x3_2 = static_cast<T>(other.x3_2);
}
template<Number T>
template<Number N>
constexpr void mat3x2<T>::operator=(const N& other) {
x1_1 = static_cast<T>(other);
x1_2 = static_cast<T>(other);
x2_1 = static_cast<T>(other);
x2_2 = static_cast<T>(other);
x3_1 = static_cast<T>(other);
x3_2 = static_cast<T>(other);
}
template<Number T>
template<Mat3x2 M>
constexpr mat3x2<T> mat3x2<T>::operator+(const M& other) const {
return mat3x2<T>(x1_1 + static_cast<T>(other.x1_1), x1_2 + static_cast<T>(other.x1_2), x2_1 + static_cast<T>(other.x2_1), x2_2 + static_cast<T>(other.x2_2), x3_1 + static_cast<T>(other.x3_1), x3_2 + static_cast<T>(other.x3_2));
}
template<Number T>
template<Mat3x2 M>
constexpr mat3x2<T> mat3x2<T>::operator-(const M& other) const {
return mat3x2<T>(x1_1 - static_cast<T>(other.x1_1), x1_2 - static_cast<T>(other.x1_2), x2_1 - static_cast<T>(other.x2_1), x2_2 - static_cast<T>(other.x2_2), x3_1 - static_cast<T>(other.x3_1), x3_2 - static_cast<T>(other.x3_2));
}
template<Number T>
template<Mat3x2 M>
constexpr mat3x2<T> mat3x2<T>::operator%(const M& other) const {
return mat3x2<T>(x1_1 % static_cast<T>(other.x1_1), x1_2 % static_cast<T>(other.x1_2), x2_1 % static_cast<T>(other.x2_1), x2_2 % static_cast<T>(other.x2_2), x3_1 % static_cast<T>(other.x3_1), x3_2 % static_cast<T>(other.x3_2));
}
template<Number T>
template<Mat3x2 M>
constexpr mat3x2<T> mat3x2<T>::compWiseMult(const M& other) const {
return mat3x2<T>(x1_1 * static_cast<T>(other.x1_1), x1_2 * static_cast<T>(other.x1_2), x2_1 * static_cast<T>(other.x2_1), x2_2 * static_cast<T>(other.x2_2), x3_1 * static_cast<T>(other.x3_1), x3_2 * static_cast<T>(other.x3_2));
}
template<Number T>
template<Mat3x2 M>
constexpr mat3x2<T> mat3x2<T>::compWiseDiv(const M& other) const {
return mat3x2<T>(x1_1 / static_cast<T>(other.x1_1), x1_2 / static_cast<T>(other.x1_2), x2_1 / static_cast<T>(other.x2_1), x2_2 / static_cast<T>(other.x2_2), x3_1 / static_cast<T>(other.x3_1), x3_2 / static_cast<T>(other.x3_2));
}
template<Number T>
template<Mat3x2 M>
constexpr void mat3x2<T>::operator+=(const M& other) {
x1_1 += static_cast<T>(other.x1_1);
x1_2 += static_cast<T>(other.x1_2);
x2_1 += static_cast<T>(other.x2_1);
x2_2 += static_cast<T>(other.x2_2);
x3_1 += static_cast<T>(other.x3_1);
x3_2 += static_cast<T>(other.x3_2);
}
template<Number T>
template<Mat3x2 M>
constexpr void mat3x2<T>::operator-=(const M& other) {
x1_1 -= static_cast<T>(other.x1_1);
x1_2 -= static_cast<T>(other.x1_2);
x2_1 -= static_cast<T>(other.x2_1);
x2_2 -= static_cast<T>(other.x2_2);
x3_1 -= static_cast<T>(other.x3_1);
x3_2 -= static_cast<T>(other.x3_2);
}
template<Number T>
template<Mat3x2 M>
constexpr void mat3x2<T>::operator%=(const M& other) {
x1_1 %= static_cast<T>(other.x1_1);
x1_2 %= static_cast<T>(other.x1_2);
x2_1 %= static_cast<T>(other.x2_1);
x2_2 %= static_cast<T>(other.x2_2);
x3_1 %= static_cast<T>(other.x3_1);
x3_2 %= static_cast<T>(other.x3_2);
}
template<Number T>
template<Mat3x2 M>
constexpr void mat3x2<T>::compWiseAssMult(const M& other) {
x1_1 *= static_cast<T>(other.x1_1);
x1_2 *= static_cast<T>(other.x1_2);
x2_1 *= static_cast<T>(other.x2_1);
x2_2 *= static_cast<T>(other.x2_2);
x3_1 *= static_cast<T>(other.x3_1);
x3_2 *= static_cast<T>(other.x3_2);
}
template<Number T>
template<Mat3x2 M>
constexpr void mat3x2<T>::compWiseAssDiv(const M& other) {
x1_1 /= static_cast<T>(other.x1_1);
x1_2 /= static_cast<T>(other.x1_2);
x2_1 /= static_cast<T>(other.x2_1);
x2_2 /= static_cast<T>(other.x2_2);
x3_1 /= static_cast<T>(other.x3_1);
x3_2 /= static_cast<T>(other.x3_2);
}
template<Number T>
template<Number N>
constexpr mat3x2<T> mat3x2<T>::operator+(const N& other) const {
return mat3x2<T>(x1_1 + static_cast<T>(other), x1_2 + static_cast<T>(other), x2_1 + static_cast<T>(other), x2_2 + static_cast<T>(other), x3_1 + static_cast<T>(other), x3_2 + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x2<T> mat3x2<T>::operator-(const N& other) const {
return mat3x2<T>(x1_1 - static_cast<T>(other), x1_2 - static_cast<T>(other), x2_1 - static_cast<T>(other), x2_2 - static_cast<T>(other), x3_1 - static_cast<T>(other), x3_2 - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x2<T> mat3x2<T>::operator%(const N& other) const {
return mat3x2<T>(x1_1 % static_cast<T>(other), x1_2 % static_cast<T>(other), x2_1 % static_cast<T>(other), x2_2 % static_cast<T>(other), x3_1 % static_cast<T>(other), x3_2 % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x2<T> mat3x2<T>::compWiseMult(const N& other) const {
return mat3x2<T>(x1_1 * static_cast<T>(other), x1_2 * static_cast<T>(other), x2_1 * static_cast<T>(other), x2_2 * static_cast<T>(other), x3_1 * static_cast<T>(other), x3_2 * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x2<T> mat3x2<T>::compWiseDiv(const N& other) const {
return mat3x2<T>(x1_1 / static_cast<T>(other), x1_2 / static_cast<T>(other), x2_1 / static_cast<T>(other), x2_2 / static_cast<T>(other), x3_1 / static_cast<T>(other), x3_2 / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void mat3x2<T>::operator+=(const N& other) {
x1_1 += static_cast<T>(other);
x1_2 += static_cast<T>(other);
x2_1 += static_cast<T>(other);
x2_2 += static_cast<T>(other);
x3_1 += static_cast<T>(other);
x3_2 += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x2<T>::operator-=(const N& other) {
x1_1 -= static_cast<T>(other);
x1_2 -= static_cast<T>(other);
x2_1 -= static_cast<T>(other);
x2_2 -= static_cast<T>(other);
x3_1 -= static_cast<T>(other);
x3_2 -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x2<T>::operator%=(const N& other) {
x1_1 %= static_cast<T>(other);
x1_2 %= static_cast<T>(other);
x2_1 %= static_cast<T>(other);
x2_2 %= static_cast<T>(other);
x3_1 %= static_cast<T>(other);
x3_2 %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x2<T>::compWiseAssMult(const N& other) {
x1_1 *= static_cast<T>(other);
x1_2 *= static_cast<T>(other);
x2_1 *= static_cast<T>(other);
x2_2 *= static_cast<T>(other);
x3_1 *= static_cast<T>(other);
x3_2 *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x2<T>::compWiseAssDiv(const N& other) {
x1_1 /= static_cast<T>(other);
x1_2 /= static_cast<T>(other);
x2_1 /= static_cast<T>(other);
x2_2 /= static_cast<T>(other);
x3_1 /= static_cast<T>(other);
x3_2 /= static_cast<T>(other);
}
template<Number T>
template<ColumnVector2 C>
constexpr vec3<T> mat3x2<T>::operator*(const C& other) const {
vec3<T> new_;
new_.x = x1_1 * other.x + x1_2 * other.y;
new_.y = x2_1 * other.x + x2_2 * other.y;
new_.z = x3_1 * other.x + x3_2 * other.y;
return new_;
}
template<Number T>
template<Mat2x2 M>
constexpr mat3x2<T> mat3x2<T>::operator*(const M& other) const {
mat3x2<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2;
return new_;
}
template<Number T>
template<Mat2x3 M>
constexpr mat3x3<T> mat3x2<T>::operator*(const M& other) const {
mat3x3<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3;
return new_;
}
template<Number T>
template<Mat2x4 M>
constexpr mat3x4<T> mat3x2<T>::operator*(const M& other) const {
mat3x4<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3;
new_.x1_4 = x1_1 * other.x1_4 + x1_2 * other.x2_4;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3;
new_.x2_4 = x2_1 * other.x1_4 + x2_2 * other.x2_4;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3;
new_.x3_4 = x3_1 * other.x1_4 + x3_2 * other.x2_4;
return new_;
}
template<Number T>
template<Mat3x2 M>
constexpr bool mat3x2<T>::operator==(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x3_1 == other.x3_1 and x3_2 == other.x3_2;
}
template<Number T>
template<Mat3x2 M>
constexpr bool mat3x2<T>::operator<(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x3_1 < other.x3_1 and x3_2 < other.x3_2;
}
template<Number T>
template<Mat3x2 M>
constexpr bool mat3x2<T>::operator>(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x3_1 > other.x3_1 and x3_2 > other.x3_2;
}
template<Number T>
template<Mat3x2 M>
constexpr bool mat3x2<T>::operator!=(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x3_1 == other.x3_1 and x3_2 == other.x3_2;
}
template<Number T>
template<Mat3x2 M>
constexpr bool mat3x2<T>::operator<=(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x3_1 > other.x3_1 and x3_2 > other.x3_2;
}
template<Number T>
template<Mat3x2 M>
constexpr bool mat3x2<T>::operator>=(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x3_1 < other.x3_1 and x3_2 < other.x3_2;
}
template<Number T>
template<Number N>
constexpr bool mat3x2<T>::operator==(const N& other) const {
return x1_1 == other and x1_2 == other and x2_1 == other and x2_2 == other and x3_1 == other and x3_2 == other;
}
template<Number T>
template<Number N>
constexpr bool mat3x2<T>::operator<(const N& other) const {
return x1_1 < other and x1_2 < other and x2_1 < other and x2_2 < other and x3_1 < other and x3_2 < other;
}
template<Number T>
template<Number N>
constexpr bool mat3x2<T>::operator>(const N& other) const {
return x1_1 > other and x1_2 > other and x2_1 > other and x2_2 > other and x3_1 > other and x3_2 > other;
}
template<Number T>
template<Number N>
constexpr bool mat3x2<T>::operator!=(const N& other) const {
return x1_1 == other and x1_2 == other and x2_1 == other and x2_2 == other and x3_1 == other and x3_2 == other;
}
template<Number T>
template<Number N>
constexpr bool mat3x2<T>::operator<=(const N& other) const {
return x1_1 > other and x1_2 > other and x2_1 > other and x2_2 > other and x3_1 > other and x3_2 > other;
}
template<Number T>
template<Number N>
constexpr bool mat3x2<T>::operator>=(const N& other) const {
return x1_1 < other and x1_2 < other and x2_1 < other and x2_2 < other and x3_1 < other and x3_2 < other;
}
template<Number T>
constexpr inline float mat3x2<T>::abs() const {
return std::sqrt(static_cast<float>(x1_1 * x1_1) + static_cast<float>(x1_2 * x1_2) + static_cast<float>(x2_1 * x2_1) + static_cast<float>(x2_2 * x2_2) + static_cast<float>(x3_1 * x3_1) + static_cast<float>(x3_2 * x3_2));
}
template<Number T>
constexpr inline T mat3x2<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T mat3x2<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T mat3x2<T>::dot(const mat3x2<N>& other) const {
return x1_1 * static_cast<T>(other.x1_1) + x1_2 * static_cast<T>(other.x1_2) + x2_1 * static_cast<T>(other.x2_1) + x2_2 * static_cast<T>(other.x2_2) + x3_1 * static_cast<T>(other.x3_1) + x3_2 * static_cast<T>(other.x3_2);
}
template<Number T>
constexpr T mat3x2<T>::operator[](std::size_t i) const {
return *(&x1_1 + sizeof(T) * i);
}
template<Number T>
constexpr T mat3x2<T>::at(std::size_t row, std::size_t col) const {
return *(&x1_1 + (row * 3 + col * 2) * sizeof(T));
}
template<Number T>
constexpr rvec2<T> mat3x2<T>::row(std::size_t i) const {
return rvec2<T>(*(&x1_1 + (3 * 0 + i) * sizeof(T)), *(&x1_1 + (3 * 1 + i) * sizeof(T)));
}
template<Number T>
constexpr vec3<T> mat3x2<T>::column(std::size_t i) const {
return vec3<T>(*(&x1_1 + (2 * 0 + i) * sizeof(T)), *(&x1_1 + (2 * 1 + i) * sizeof(T)), *(&x1_1 + (2 * 2 + i) * sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat3x2<T>::cbegin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat3x2<T>::cend() const {
return Iterator(const_cast<T*>(&x3_2 + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat3x2<T>::begin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat3x2<T>::end() const {
return Iterator(const_cast<T*>(&x3_2 + sizeof(T)));
}
} // namespace gz
#include "mat3x2.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat2x2;
template<Number T>
class mat2x3;
template<Number T>
class mat2x4;
template<Number T>
class mat3x3;
template<Number T>
class mat3x4;
template<Number T>
class rvec2;
template<Number T>
class vec2;
template<Number T>
class vec3;
/**
* @brief Class containing 6 numbers
*/
template<Number T>
class mat3x2 {
public:
// Constructors
/// Default constructor
constexpr mat3x2()
: x1_1(0), x1_2(0), x2_1(0), x2_2(0), x3_1(0), x3_2(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr mat3x2(const N n)
: x1_1(static_cast<T>(n)), x1_2(static_cast<T>(n)), x2_1(static_cast<T>(n)), x2_2(static_cast<T>(n)), x3_1(static_cast<T>(n)), x3_2(static_cast<T>(n)) {}
/// Create from scalars
template<Number N0_0, Number N0_1, Number N1_0, Number N1_1, Number N2_0, Number N2_1>
constexpr mat3x2(const N0_0 x1_1, const N0_1 x1_2, const N1_0 x2_1, const N1_1 x2_2, const N2_0 x3_1, const N2_1 x3_2)
: x1_1(static_cast<T>(x1_1)), x1_2(static_cast<T>(x1_2)), x2_1(static_cast<T>(x2_1)), x2_2(static_cast<T>(x2_2)), x3_1(static_cast<T>(x3_1)), x3_2(static_cast<T>(x3_2)) {}
/// Create from row vectors
template<RowVector2 V0, RowVector2 V1, RowVector2 V2>
constexpr mat3x2(const V0& v0, const V1& v1, const V2& v2)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v0.y)), x2_1(static_cast<T>(v1.x)), x2_2(static_cast<T>(v1.y)), x3_1(static_cast<T>(v2.x)), x3_2(static_cast<T>(v2.y)) {}
/// Create from column vectors
template<ColumnVector3 V0, ColumnVector3 V1>
constexpr mat3x2(const V0& v0, const V1& v1)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v1.x)), x2_1(static_cast<T>(v0.y)), x2_2(static_cast<T>(v1.y)), x3_1(static_cast<T>(v0.z)), x3_2(static_cast<T>(v1.z)) {}
// Values
T x1_1;
T x1_2;
T x2_1;
T x2_2;
T x3_1;
T x3_2;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const mat3x2<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<Mat3x2 M>
constexpr mat3x2<T> operator+(const M& other) const;
/// Component-wise -
template<Mat3x2 M>
constexpr mat3x2<T> operator-(const M& other) const;
/// Component-wise %
template<Mat3x2 M>
constexpr mat3x2<T> operator%(const M& other) const;
/// Component-wise *
template<Mat3x2 M>
constexpr mat3x2<T> compWiseMult(const M& other) const;
/// Component-wise /
template<Mat3x2 M>
constexpr mat3x2<T> compWiseDiv(const M& other) const;
/// Component-wise assignment +=
template<Mat3x2 M>
constexpr void operator+=(const M& other);
/// Component-wise assignment -=
template<Mat3x2 M>
constexpr void operator-=(const M& other);
/// Component-wise assignment %=
template<Mat3x2 M>
constexpr void operator%=(const M& other);
/// Component-wise assignment *=
template<Mat3x2 M>
constexpr void compWiseAssMult(const M& other);
/// Component-wise assignment /=
template<Mat3x2 M>
constexpr void compWiseAssDiv(const M& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr mat3x2<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr mat3x2<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr mat3x2<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr mat3x2<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr mat3x2<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with vec2 -> vec3
template<ColumnVector2 C>
constexpr vec3<T> operator*(const C& other) const;
/// Matrix multiplication with mat2x2 -> mat3x2
template<Mat2x2 M>
constexpr mat3x2<T> operator*(const M& other) const;
/// Matrix multiplication with mat2x3 -> mat3x3
template<Mat2x3 M>
constexpr mat3x3<T> operator*(const M& other) const;
/// Matrix multiplication with mat2x4 -> mat3x4
template<Mat2x4 M>
constexpr mat3x4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<Mat3x2 M>
constexpr bool operator==(const M& other) const;
/// Component-wise comparison < (and)
template<Mat3x2 M>
constexpr bool operator<(const M& other) const;
/// Component-wise comparison > (and)
template<Mat3x2 M>
constexpr bool operator>(const M& other) const;
/// Component-wise comparison != (and)
template<Mat3x2 M>
constexpr bool operator!=(const M& other) const;
/// Component-wise comparison <= (and)
template<Mat3x2 M>
constexpr bool operator<=(const M& other) const;
/// Component-wise comparison >= (and)
template<Mat3x2 M>
constexpr bool operator>=(const M& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const mat3x2<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Get the element at row and col. row and col start at 0
constexpr T at(std::size_t row, std::size_t col) const;
/// Get the ith row as column vector. i starts at 0
constexpr rvec2<T> row(std::size_t i) const;
/// Get the ith column as row vector. i starts at 0
constexpr vec3<T> column(std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // mat3x2
using mat3x2f = mat3x2<float>;
using mat3x2d = mat3x2<double>;
using mat3x2i = mat3x2<int>;
using mat3x2u = mat3x2<unsigned int>;
static_assert(Mat3x2<mat3x2<int>>, "mat3x2<int> does not satisfy the concept Mat3x2");
} // namespace gz

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#include "mat3x3.hpp"
#include "mat3x2.hpp"
#include "mat3x4.hpp"
#include "rvec3.hpp"
#include "vec3.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS mat3x3
//
template<Number T>
template<Number N>
constexpr void mat3x3<T>::operator=(const mat3x3<N>& other) {
x1_1 = static_cast<T>(other.x1_1);
x1_2 = static_cast<T>(other.x1_2);
x1_3 = static_cast<T>(other.x1_3);
x2_1 = static_cast<T>(other.x2_1);
x2_2 = static_cast<T>(other.x2_2);
x2_3 = static_cast<T>(other.x2_3);
x3_1 = static_cast<T>(other.x3_1);
x3_2 = static_cast<T>(other.x3_2);
x3_3 = static_cast<T>(other.x3_3);
}
template<Number T>
template<Number N>
constexpr void mat3x3<T>::operator=(const N& other) {
x1_1 = static_cast<T>(other);
x1_2 = static_cast<T>(other);
x1_3 = static_cast<T>(other);
x2_1 = static_cast<T>(other);
x2_2 = static_cast<T>(other);
x2_3 = static_cast<T>(other);
x3_1 = static_cast<T>(other);
x3_2 = static_cast<T>(other);
x3_3 = static_cast<T>(other);
}
template<Number T>
template<Mat3x3 M>
constexpr mat3x3<T> mat3x3<T>::operator+(const M& other) const {
return mat3x3<T>(x1_1 + static_cast<T>(other.x1_1), x1_2 + static_cast<T>(other.x1_2), x1_3 + static_cast<T>(other.x1_3), x2_1 + static_cast<T>(other.x2_1), x2_2 + static_cast<T>(other.x2_2), x2_3 + static_cast<T>(other.x2_3), x3_1 + static_cast<T>(other.x3_1), x3_2 + static_cast<T>(other.x3_2), x3_3 + static_cast<T>(other.x3_3));
}
template<Number T>
template<Mat3x3 M>
constexpr mat3x3<T> mat3x3<T>::operator-(const M& other) const {
return mat3x3<T>(x1_1 - static_cast<T>(other.x1_1), x1_2 - static_cast<T>(other.x1_2), x1_3 - static_cast<T>(other.x1_3), x2_1 - static_cast<T>(other.x2_1), x2_2 - static_cast<T>(other.x2_2), x2_3 - static_cast<T>(other.x2_3), x3_1 - static_cast<T>(other.x3_1), x3_2 - static_cast<T>(other.x3_2), x3_3 - static_cast<T>(other.x3_3));
}
template<Number T>
template<Mat3x3 M>
constexpr mat3x3<T> mat3x3<T>::operator%(const M& other) const {
return mat3x3<T>(x1_1 % static_cast<T>(other.x1_1), x1_2 % static_cast<T>(other.x1_2), x1_3 % static_cast<T>(other.x1_3), x2_1 % static_cast<T>(other.x2_1), x2_2 % static_cast<T>(other.x2_2), x2_3 % static_cast<T>(other.x2_3), x3_1 % static_cast<T>(other.x3_1), x3_2 % static_cast<T>(other.x3_2), x3_3 % static_cast<T>(other.x3_3));
}
template<Number T>
template<Mat3x3 M>
constexpr mat3x3<T> mat3x3<T>::compWiseMult(const M& other) const {
return mat3x3<T>(x1_1 * static_cast<T>(other.x1_1), x1_2 * static_cast<T>(other.x1_2), x1_3 * static_cast<T>(other.x1_3), x2_1 * static_cast<T>(other.x2_1), x2_2 * static_cast<T>(other.x2_2), x2_3 * static_cast<T>(other.x2_3), x3_1 * static_cast<T>(other.x3_1), x3_2 * static_cast<T>(other.x3_2), x3_3 * static_cast<T>(other.x3_3));
}
template<Number T>
template<Mat3x3 M>
constexpr mat3x3<T> mat3x3<T>::compWiseDiv(const M& other) const {
return mat3x3<T>(x1_1 / static_cast<T>(other.x1_1), x1_2 / static_cast<T>(other.x1_2), x1_3 / static_cast<T>(other.x1_3), x2_1 / static_cast<T>(other.x2_1), x2_2 / static_cast<T>(other.x2_2), x2_3 / static_cast<T>(other.x2_3), x3_1 / static_cast<T>(other.x3_1), x3_2 / static_cast<T>(other.x3_2), x3_3 / static_cast<T>(other.x3_3));
}
template<Number T>
template<Mat3x3 M>
constexpr void mat3x3<T>::operator+=(const M& other) {
x1_1 += static_cast<T>(other.x1_1);
x1_2 += static_cast<T>(other.x1_2);
x1_3 += static_cast<T>(other.x1_3);
x2_1 += static_cast<T>(other.x2_1);
x2_2 += static_cast<T>(other.x2_2);
x2_3 += static_cast<T>(other.x2_3);
x3_1 += static_cast<T>(other.x3_1);
x3_2 += static_cast<T>(other.x3_2);
x3_3 += static_cast<T>(other.x3_3);
}
template<Number T>
template<Mat3x3 M>
constexpr void mat3x3<T>::operator-=(const M& other) {
x1_1 -= static_cast<T>(other.x1_1);
x1_2 -= static_cast<T>(other.x1_2);
x1_3 -= static_cast<T>(other.x1_3);
x2_1 -= static_cast<T>(other.x2_1);
x2_2 -= static_cast<T>(other.x2_2);
x2_3 -= static_cast<T>(other.x2_3);
x3_1 -= static_cast<T>(other.x3_1);
x3_2 -= static_cast<T>(other.x3_2);
x3_3 -= static_cast<T>(other.x3_3);
}
template<Number T>
template<Mat3x3 M>
constexpr void mat3x3<T>::operator%=(const M& other) {
x1_1 %= static_cast<T>(other.x1_1);
x1_2 %= static_cast<T>(other.x1_2);
x1_3 %= static_cast<T>(other.x1_3);
x2_1 %= static_cast<T>(other.x2_1);
x2_2 %= static_cast<T>(other.x2_2);
x2_3 %= static_cast<T>(other.x2_3);
x3_1 %= static_cast<T>(other.x3_1);
x3_2 %= static_cast<T>(other.x3_2);
x3_3 %= static_cast<T>(other.x3_3);
}
template<Number T>
template<Mat3x3 M>
constexpr void mat3x3<T>::compWiseAssMult(const M& other) {
x1_1 *= static_cast<T>(other.x1_1);
x1_2 *= static_cast<T>(other.x1_2);
x1_3 *= static_cast<T>(other.x1_3);
x2_1 *= static_cast<T>(other.x2_1);
x2_2 *= static_cast<T>(other.x2_2);
x2_3 *= static_cast<T>(other.x2_3);
x3_1 *= static_cast<T>(other.x3_1);
x3_2 *= static_cast<T>(other.x3_2);
x3_3 *= static_cast<T>(other.x3_3);
}
template<Number T>
template<Mat3x3 M>
constexpr void mat3x3<T>::compWiseAssDiv(const M& other) {
x1_1 /= static_cast<T>(other.x1_1);
x1_2 /= static_cast<T>(other.x1_2);
x1_3 /= static_cast<T>(other.x1_3);
x2_1 /= static_cast<T>(other.x2_1);
x2_2 /= static_cast<T>(other.x2_2);
x2_3 /= static_cast<T>(other.x2_3);
x3_1 /= static_cast<T>(other.x3_1);
x3_2 /= static_cast<T>(other.x3_2);
x3_3 /= static_cast<T>(other.x3_3);
}
template<Number T>
template<Number N>
constexpr mat3x3<T> mat3x3<T>::operator+(const N& other) const {
return mat3x3<T>(x1_1 + static_cast<T>(other), x1_2 + static_cast<T>(other), x1_3 + static_cast<T>(other), x2_1 + static_cast<T>(other), x2_2 + static_cast<T>(other), x2_3 + static_cast<T>(other), x3_1 + static_cast<T>(other), x3_2 + static_cast<T>(other), x3_3 + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x3<T> mat3x3<T>::operator-(const N& other) const {
return mat3x3<T>(x1_1 - static_cast<T>(other), x1_2 - static_cast<T>(other), x1_3 - static_cast<T>(other), x2_1 - static_cast<T>(other), x2_2 - static_cast<T>(other), x2_3 - static_cast<T>(other), x3_1 - static_cast<T>(other), x3_2 - static_cast<T>(other), x3_3 - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x3<T> mat3x3<T>::operator%(const N& other) const {
return mat3x3<T>(x1_1 % static_cast<T>(other), x1_2 % static_cast<T>(other), x1_3 % static_cast<T>(other), x2_1 % static_cast<T>(other), x2_2 % static_cast<T>(other), x2_3 % static_cast<T>(other), x3_1 % static_cast<T>(other), x3_2 % static_cast<T>(other), x3_3 % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x3<T> mat3x3<T>::compWiseMult(const N& other) const {
return mat3x3<T>(x1_1 * static_cast<T>(other), x1_2 * static_cast<T>(other), x1_3 * static_cast<T>(other), x2_1 * static_cast<T>(other), x2_2 * static_cast<T>(other), x2_3 * static_cast<T>(other), x3_1 * static_cast<T>(other), x3_2 * static_cast<T>(other), x3_3 * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x3<T> mat3x3<T>::compWiseDiv(const N& other) const {
return mat3x3<T>(x1_1 / static_cast<T>(other), x1_2 / static_cast<T>(other), x1_3 / static_cast<T>(other), x2_1 / static_cast<T>(other), x2_2 / static_cast<T>(other), x2_3 / static_cast<T>(other), x3_1 / static_cast<T>(other), x3_2 / static_cast<T>(other), x3_3 / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void mat3x3<T>::operator+=(const N& other) {
x1_1 += static_cast<T>(other);
x1_2 += static_cast<T>(other);
x1_3 += static_cast<T>(other);
x2_1 += static_cast<T>(other);
x2_2 += static_cast<T>(other);
x2_3 += static_cast<T>(other);
x3_1 += static_cast<T>(other);
x3_2 += static_cast<T>(other);
x3_3 += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x3<T>::operator-=(const N& other) {
x1_1 -= static_cast<T>(other);
x1_2 -= static_cast<T>(other);
x1_3 -= static_cast<T>(other);
x2_1 -= static_cast<T>(other);
x2_2 -= static_cast<T>(other);
x2_3 -= static_cast<T>(other);
x3_1 -= static_cast<T>(other);
x3_2 -= static_cast<T>(other);
x3_3 -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x3<T>::operator%=(const N& other) {
x1_1 %= static_cast<T>(other);
x1_2 %= static_cast<T>(other);
x1_3 %= static_cast<T>(other);
x2_1 %= static_cast<T>(other);
x2_2 %= static_cast<T>(other);
x2_3 %= static_cast<T>(other);
x3_1 %= static_cast<T>(other);
x3_2 %= static_cast<T>(other);
x3_3 %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x3<T>::compWiseAssMult(const N& other) {
x1_1 *= static_cast<T>(other);
x1_2 *= static_cast<T>(other);
x1_3 *= static_cast<T>(other);
x2_1 *= static_cast<T>(other);
x2_2 *= static_cast<T>(other);
x2_3 *= static_cast<T>(other);
x3_1 *= static_cast<T>(other);
x3_2 *= static_cast<T>(other);
x3_3 *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x3<T>::compWiseAssDiv(const N& other) {
x1_1 /= static_cast<T>(other);
x1_2 /= static_cast<T>(other);
x1_3 /= static_cast<T>(other);
x2_1 /= static_cast<T>(other);
x2_2 /= static_cast<T>(other);
x2_3 /= static_cast<T>(other);
x3_1 /= static_cast<T>(other);
x3_2 /= static_cast<T>(other);
x3_3 /= static_cast<T>(other);
}
template<Number T>
template<ColumnVector3 C>
constexpr vec3<T> mat3x3<T>::operator*(const C& other) const {
vec3<T> new_;
new_.x = x1_1 * other.x + x1_2 * other.y + x1_3 * other.z;
new_.y = x2_1 * other.x + x2_2 * other.y + x2_3 * other.z;
new_.z = x3_1 * other.x + x3_2 * other.y + x3_3 * other.z;
return new_;
}
template<Number T>
template<Mat3x2 M>
constexpr mat3x2<T> mat3x3<T>::operator*(const M& other) const {
mat3x2<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2;
return new_;
}
template<Number T>
template<Mat3x3 M>
constexpr mat3x3<T> mat3x3<T>::operator*(const M& other) const {
mat3x3<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3 + x3_3 * other.x3_3;
return new_;
}
template<Number T>
template<Mat3x4 M>
constexpr mat3x4<T> mat3x3<T>::operator*(const M& other) const {
mat3x4<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3;
new_.x1_4 = x1_1 * other.x1_4 + x1_2 * other.x2_4 + x1_3 * other.x3_4;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3;
new_.x2_4 = x2_1 * other.x1_4 + x2_2 * other.x2_4 + x2_3 * other.x3_4;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3 + x3_3 * other.x3_3;
new_.x3_4 = x3_1 * other.x1_4 + x3_2 * other.x2_4 + x3_3 * other.x3_4;
return new_;
}
template<Number T>
template<Mat3x3 M>
constexpr bool mat3x3<T>::operator==(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3 and x3_1 == other.x3_1 and x3_2 == other.x3_2 and x3_3 == other.x3_3;
}
template<Number T>
template<Mat3x3 M>
constexpr bool mat3x3<T>::operator<(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3 and x3_1 < other.x3_1 and x3_2 < other.x3_2 and x3_3 < other.x3_3;
}
template<Number T>
template<Mat3x3 M>
constexpr bool mat3x3<T>::operator>(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3 and x3_1 > other.x3_1 and x3_2 > other.x3_2 and x3_3 > other.x3_3;
}
template<Number T>
template<Mat3x3 M>
constexpr bool mat3x3<T>::operator!=(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3 and x3_1 == other.x3_1 and x3_2 == other.x3_2 and x3_3 == other.x3_3;
}
template<Number T>
template<Mat3x3 M>
constexpr bool mat3x3<T>::operator<=(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3 and x3_1 > other.x3_1 and x3_2 > other.x3_2 and x3_3 > other.x3_3;
}
template<Number T>
template<Mat3x3 M>
constexpr bool mat3x3<T>::operator>=(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3 and x3_1 < other.x3_1 and x3_2 < other.x3_2 and x3_3 < other.x3_3;
}
template<Number T>
template<Number N>
constexpr bool mat3x3<T>::operator==(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x2_1 == other and x2_2 == other and x2_3 == other and x3_1 == other and x3_2 == other and x3_3 == other;
}
template<Number T>
template<Number N>
constexpr bool mat3x3<T>::operator<(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x2_1 < other and x2_2 < other and x2_3 < other and x3_1 < other and x3_2 < other and x3_3 < other;
}
template<Number T>
template<Number N>
constexpr bool mat3x3<T>::operator>(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x2_1 > other and x2_2 > other and x2_3 > other and x3_1 > other and x3_2 > other and x3_3 > other;
}
template<Number T>
template<Number N>
constexpr bool mat3x3<T>::operator!=(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x2_1 == other and x2_2 == other and x2_3 == other and x3_1 == other and x3_2 == other and x3_3 == other;
}
template<Number T>
template<Number N>
constexpr bool mat3x3<T>::operator<=(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x2_1 > other and x2_2 > other and x2_3 > other and x3_1 > other and x3_2 > other and x3_3 > other;
}
template<Number T>
template<Number N>
constexpr bool mat3x3<T>::operator>=(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x2_1 < other and x2_2 < other and x2_3 < other and x3_1 < other and x3_2 < other and x3_3 < other;
}
template<Number T>
constexpr inline float mat3x3<T>::abs() const {
return std::sqrt(static_cast<float>(x1_1 * x1_1) + static_cast<float>(x1_2 * x1_2) + static_cast<float>(x1_3 * x1_3) + static_cast<float>(x2_1 * x2_1) + static_cast<float>(x2_2 * x2_2) + static_cast<float>(x2_3 * x2_3) + static_cast<float>(x3_1 * x3_1) + static_cast<float>(x3_2 * x3_2) + static_cast<float>(x3_3 * x3_3));
}
template<Number T>
constexpr inline T mat3x3<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T mat3x3<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T mat3x3<T>::dot(const mat3x3<N>& other) const {
return x1_1 * static_cast<T>(other.x1_1) + x1_2 * static_cast<T>(other.x1_2) + x1_3 * static_cast<T>(other.x1_3) + x2_1 * static_cast<T>(other.x2_1) + x2_2 * static_cast<T>(other.x2_2) + x2_3 * static_cast<T>(other.x2_3) + x3_1 * static_cast<T>(other.x3_1) + x3_2 * static_cast<T>(other.x3_2) + x3_3 * static_cast<T>(other.x3_3);
}
template<Number T>
constexpr T mat3x3<T>::operator[](std::size_t i) const {
return *(&x1_1 + sizeof(T) * i);
}
template<Number T>
constexpr T mat3x3<T>::at(std::size_t row, std::size_t col) const {
return *(&x1_1 + (row * 3 + col * 3) * sizeof(T));
}
template<Number T>
constexpr rvec3<T> mat3x3<T>::row(std::size_t i) const {
return rvec3<T>(*(&x1_1 + (3 * 0 + i) * sizeof(T)), *(&x1_1 + (3 * 1 + i) * sizeof(T)), *(&x1_1 + (3 * 2 + i) * sizeof(T)));
}
template<Number T>
constexpr vec3<T> mat3x3<T>::column(std::size_t i) const {
return vec3<T>(*(&x1_1 + (3 * 0 + i) * sizeof(T)), *(&x1_1 + (3 * 1 + i) * sizeof(T)), *(&x1_1 + (3 * 2 + i) * sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat3x3<T>::cbegin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat3x3<T>::cend() const {
return Iterator(const_cast<T*>(&x3_3 + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat3x3<T>::begin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat3x3<T>::end() const {
return Iterator(const_cast<T*>(&x3_3 + sizeof(T)));
}
} // namespace gz
#include "mat3x3.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat3x2;
template<Number T>
class mat3x4;
template<Number T>
class rvec3;
template<Number T>
class vec3;
/**
* @brief Class containing 9 numbers
*/
template<Number T>
class mat3x3 {
public:
// Constructors
/// Default constructor
constexpr mat3x3()
: x1_1(0), x1_2(0), x1_3(0), x2_1(0), x2_2(0), x2_3(0), x3_1(0), x3_2(0), x3_3(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr mat3x3(const N n)
: x1_1(static_cast<T>(n)), x1_2(static_cast<T>(n)), x1_3(static_cast<T>(n)), x2_1(static_cast<T>(n)), x2_2(static_cast<T>(n)), x2_3(static_cast<T>(n)), x3_1(static_cast<T>(n)), x3_2(static_cast<T>(n)), x3_3(static_cast<T>(n)) {}
/// Create from scalars
template<Number N0_0, Number N0_1, Number N0_2, Number N1_0, Number N1_1, Number N1_2, Number N2_0, Number N2_1, Number N2_2>
constexpr mat3x3(const N0_0 x1_1, const N0_1 x1_2, const N0_2 x1_3, const N1_0 x2_1, const N1_1 x2_2, const N1_2 x2_3, const N2_0 x3_1, const N2_1 x3_2, const N2_2 x3_3)
: x1_1(static_cast<T>(x1_1)), x1_2(static_cast<T>(x1_2)), x1_3(static_cast<T>(x1_3)), x2_1(static_cast<T>(x2_1)), x2_2(static_cast<T>(x2_2)), x2_3(static_cast<T>(x2_3)), x3_1(static_cast<T>(x3_1)), x3_2(static_cast<T>(x3_2)), x3_3(static_cast<T>(x3_3)) {}
/// Create from row vectors
template<RowVector3 V0, RowVector3 V1, RowVector3 V2>
constexpr mat3x3(const V0& v0, const V1& v1, const V2& v2)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v0.y)), x1_3(static_cast<T>(v0.z)), x2_1(static_cast<T>(v1.x)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v1.z)), x3_1(static_cast<T>(v2.x)), x3_2(static_cast<T>(v2.y)), x3_3(static_cast<T>(v2.z)) {}
/// Create from column vectors
template<ColumnVector3 V0, ColumnVector3 V1, ColumnVector3 V2>
constexpr mat3x3(const V0& v0, const V1& v1, const V2& v2)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v1.x)), x1_3(static_cast<T>(v2.x)), x2_1(static_cast<T>(v0.y)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v2.y)), x3_1(static_cast<T>(v0.z)), x3_2(static_cast<T>(v1.z)), x3_3(static_cast<T>(v2.z)) {}
// Values
T x1_1;
T x1_2;
T x1_3;
T x2_1;
T x2_2;
T x2_3;
T x3_1;
T x3_2;
T x3_3;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const mat3x3<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<Mat3x3 M>
constexpr mat3x3<T> operator+(const M& other) const;
/// Component-wise -
template<Mat3x3 M>
constexpr mat3x3<T> operator-(const M& other) const;
/// Component-wise %
template<Mat3x3 M>
constexpr mat3x3<T> operator%(const M& other) const;
/// Component-wise *
template<Mat3x3 M>
constexpr mat3x3<T> compWiseMult(const M& other) const;
/// Component-wise /
template<Mat3x3 M>
constexpr mat3x3<T> compWiseDiv(const M& other) const;
/// Component-wise assignment +=
template<Mat3x3 M>
constexpr void operator+=(const M& other);
/// Component-wise assignment -=
template<Mat3x3 M>
constexpr void operator-=(const M& other);
/// Component-wise assignment %=
template<Mat3x3 M>
constexpr void operator%=(const M& other);
/// Component-wise assignment *=
template<Mat3x3 M>
constexpr void compWiseAssMult(const M& other);
/// Component-wise assignment /=
template<Mat3x3 M>
constexpr void compWiseAssDiv(const M& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr mat3x3<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr mat3x3<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr mat3x3<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr mat3x3<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr mat3x3<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with vec3 -> vec3
template<ColumnVector3 C>
constexpr vec3<T> operator*(const C& other) const;
/// Matrix multiplication with mat3x2 -> mat3x2
template<Mat3x2 M>
constexpr mat3x2<T> operator*(const M& other) const;
/// Matrix multiplication with mat3x3 -> mat3x3
template<Mat3x3 M>
constexpr mat3x3<T> operator*(const M& other) const;
/// Matrix multiplication with mat3x4 -> mat3x4
template<Mat3x4 M>
constexpr mat3x4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<Mat3x3 M>
constexpr bool operator==(const M& other) const;
/// Component-wise comparison < (and)
template<Mat3x3 M>
constexpr bool operator<(const M& other) const;
/// Component-wise comparison > (and)
template<Mat3x3 M>
constexpr bool operator>(const M& other) const;
/// Component-wise comparison != (and)
template<Mat3x3 M>
constexpr bool operator!=(const M& other) const;
/// Component-wise comparison <= (and)
template<Mat3x3 M>
constexpr bool operator<=(const M& other) const;
/// Component-wise comparison >= (and)
template<Mat3x3 M>
constexpr bool operator>=(const M& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const mat3x3<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Get the element at row and col. row and col start at 0
constexpr T at(std::size_t row, std::size_t col) const;
/// Get the ith row as column vector. i starts at 0
constexpr rvec3<T> row(std::size_t i) const;
/// Get the ith column as row vector. i starts at 0
constexpr vec3<T> column(std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // mat3x3
using mat3x3f = mat3x3<float>;
using mat3x3d = mat3x3<double>;
using mat3x3i = mat3x3<int>;
using mat3x3u = mat3x3<unsigned int>;
static_assert(Mat3x3<mat3x3<int>>, "mat3x3<int> does not satisfy the concept Mat3x3");
} // namespace gz

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#include "mat3x4.hpp"
#include "mat3x2.hpp"
#include "mat3x3.hpp"
#include "mat4x2.hpp"
#include "mat4x3.hpp"
#include "mat4x4.hpp"
#include "rvec4.hpp"
#include "vec3.hpp"
#include "vec4.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS mat3x4
//
template<Number T>
template<Number N>
constexpr void mat3x4<T>::operator=(const mat3x4<N>& other) {
x1_1 = static_cast<T>(other.x1_1);
x1_2 = static_cast<T>(other.x1_2);
x1_3 = static_cast<T>(other.x1_3);
x1_4 = static_cast<T>(other.x1_4);
x2_1 = static_cast<T>(other.x2_1);
x2_2 = static_cast<T>(other.x2_2);
x2_3 = static_cast<T>(other.x2_3);
x2_4 = static_cast<T>(other.x2_4);
x3_1 = static_cast<T>(other.x3_1);
x3_2 = static_cast<T>(other.x3_2);
x3_3 = static_cast<T>(other.x3_3);
x3_4 = static_cast<T>(other.x3_4);
}
template<Number T>
template<Number N>
constexpr void mat3x4<T>::operator=(const N& other) {
x1_1 = static_cast<T>(other);
x1_2 = static_cast<T>(other);
x1_3 = static_cast<T>(other);
x1_4 = static_cast<T>(other);
x2_1 = static_cast<T>(other);
x2_2 = static_cast<T>(other);
x2_3 = static_cast<T>(other);
x2_4 = static_cast<T>(other);
x3_1 = static_cast<T>(other);
x3_2 = static_cast<T>(other);
x3_3 = static_cast<T>(other);
x3_4 = static_cast<T>(other);
}
template<Number T>
template<Mat3x4 M>
constexpr mat3x4<T> mat3x4<T>::operator+(const M& other) const {
return mat3x4<T>(x1_1 + static_cast<T>(other.x1_1), x1_2 + static_cast<T>(other.x1_2), x1_3 + static_cast<T>(other.x1_3), x1_4 + static_cast<T>(other.x1_4), x2_1 + static_cast<T>(other.x2_1), x2_2 + static_cast<T>(other.x2_2), x2_3 + static_cast<T>(other.x2_3), x2_4 + static_cast<T>(other.x2_4), x3_1 + static_cast<T>(other.x3_1), x3_2 + static_cast<T>(other.x3_2), x3_3 + static_cast<T>(other.x3_3), x3_4 + static_cast<T>(other.x3_4));
}
template<Number T>
template<Mat3x4 M>
constexpr mat3x4<T> mat3x4<T>::operator-(const M& other) const {
return mat3x4<T>(x1_1 - static_cast<T>(other.x1_1), x1_2 - static_cast<T>(other.x1_2), x1_3 - static_cast<T>(other.x1_3), x1_4 - static_cast<T>(other.x1_4), x2_1 - static_cast<T>(other.x2_1), x2_2 - static_cast<T>(other.x2_2), x2_3 - static_cast<T>(other.x2_3), x2_4 - static_cast<T>(other.x2_4), x3_1 - static_cast<T>(other.x3_1), x3_2 - static_cast<T>(other.x3_2), x3_3 - static_cast<T>(other.x3_3), x3_4 - static_cast<T>(other.x3_4));
}
template<Number T>
template<Mat3x4 M>
constexpr mat3x4<T> mat3x4<T>::operator%(const M& other) const {
return mat3x4<T>(x1_1 % static_cast<T>(other.x1_1), x1_2 % static_cast<T>(other.x1_2), x1_3 % static_cast<T>(other.x1_3), x1_4 % static_cast<T>(other.x1_4), x2_1 % static_cast<T>(other.x2_1), x2_2 % static_cast<T>(other.x2_2), x2_3 % static_cast<T>(other.x2_3), x2_4 % static_cast<T>(other.x2_4), x3_1 % static_cast<T>(other.x3_1), x3_2 % static_cast<T>(other.x3_2), x3_3 % static_cast<T>(other.x3_3), x3_4 % static_cast<T>(other.x3_4));
}
template<Number T>
template<Mat3x4 M>
constexpr mat3x4<T> mat3x4<T>::compWiseMult(const M& other) const {
return mat3x4<T>(x1_1 * static_cast<T>(other.x1_1), x1_2 * static_cast<T>(other.x1_2), x1_3 * static_cast<T>(other.x1_3), x1_4 * static_cast<T>(other.x1_4), x2_1 * static_cast<T>(other.x2_1), x2_2 * static_cast<T>(other.x2_2), x2_3 * static_cast<T>(other.x2_3), x2_4 * static_cast<T>(other.x2_4), x3_1 * static_cast<T>(other.x3_1), x3_2 * static_cast<T>(other.x3_2), x3_3 * static_cast<T>(other.x3_3), x3_4 * static_cast<T>(other.x3_4));
}
template<Number T>
template<Mat3x4 M>
constexpr mat3x4<T> mat3x4<T>::compWiseDiv(const M& other) const {
return mat3x4<T>(x1_1 / static_cast<T>(other.x1_1), x1_2 / static_cast<T>(other.x1_2), x1_3 / static_cast<T>(other.x1_3), x1_4 / static_cast<T>(other.x1_4), x2_1 / static_cast<T>(other.x2_1), x2_2 / static_cast<T>(other.x2_2), x2_3 / static_cast<T>(other.x2_3), x2_4 / static_cast<T>(other.x2_4), x3_1 / static_cast<T>(other.x3_1), x3_2 / static_cast<T>(other.x3_2), x3_3 / static_cast<T>(other.x3_3), x3_4 / static_cast<T>(other.x3_4));
}
template<Number T>
template<Mat3x4 M>
constexpr void mat3x4<T>::operator+=(const M& other) {
x1_1 += static_cast<T>(other.x1_1);
x1_2 += static_cast<T>(other.x1_2);
x1_3 += static_cast<T>(other.x1_3);
x1_4 += static_cast<T>(other.x1_4);
x2_1 += static_cast<T>(other.x2_1);
x2_2 += static_cast<T>(other.x2_2);
x2_3 += static_cast<T>(other.x2_3);
x2_4 += static_cast<T>(other.x2_4);
x3_1 += static_cast<T>(other.x3_1);
x3_2 += static_cast<T>(other.x3_2);
x3_3 += static_cast<T>(other.x3_3);
x3_4 += static_cast<T>(other.x3_4);
}
template<Number T>
template<Mat3x4 M>
constexpr void mat3x4<T>::operator-=(const M& other) {
x1_1 -= static_cast<T>(other.x1_1);
x1_2 -= static_cast<T>(other.x1_2);
x1_3 -= static_cast<T>(other.x1_3);
x1_4 -= static_cast<T>(other.x1_4);
x2_1 -= static_cast<T>(other.x2_1);
x2_2 -= static_cast<T>(other.x2_2);
x2_3 -= static_cast<T>(other.x2_3);
x2_4 -= static_cast<T>(other.x2_4);
x3_1 -= static_cast<T>(other.x3_1);
x3_2 -= static_cast<T>(other.x3_2);
x3_3 -= static_cast<T>(other.x3_3);
x3_4 -= static_cast<T>(other.x3_4);
}
template<Number T>
template<Mat3x4 M>
constexpr void mat3x4<T>::operator%=(const M& other) {
x1_1 %= static_cast<T>(other.x1_1);
x1_2 %= static_cast<T>(other.x1_2);
x1_3 %= static_cast<T>(other.x1_3);
x1_4 %= static_cast<T>(other.x1_4);
x2_1 %= static_cast<T>(other.x2_1);
x2_2 %= static_cast<T>(other.x2_2);
x2_3 %= static_cast<T>(other.x2_3);
x2_4 %= static_cast<T>(other.x2_4);
x3_1 %= static_cast<T>(other.x3_1);
x3_2 %= static_cast<T>(other.x3_2);
x3_3 %= static_cast<T>(other.x3_3);
x3_4 %= static_cast<T>(other.x3_4);
}
template<Number T>
template<Mat3x4 M>
constexpr void mat3x4<T>::compWiseAssMult(const M& other) {
x1_1 *= static_cast<T>(other.x1_1);
x1_2 *= static_cast<T>(other.x1_2);
x1_3 *= static_cast<T>(other.x1_3);
x1_4 *= static_cast<T>(other.x1_4);
x2_1 *= static_cast<T>(other.x2_1);
x2_2 *= static_cast<T>(other.x2_2);
x2_3 *= static_cast<T>(other.x2_3);
x2_4 *= static_cast<T>(other.x2_4);
x3_1 *= static_cast<T>(other.x3_1);
x3_2 *= static_cast<T>(other.x3_2);
x3_3 *= static_cast<T>(other.x3_3);
x3_4 *= static_cast<T>(other.x3_4);
}
template<Number T>
template<Mat3x4 M>
constexpr void mat3x4<T>::compWiseAssDiv(const M& other) {
x1_1 /= static_cast<T>(other.x1_1);
x1_2 /= static_cast<T>(other.x1_2);
x1_3 /= static_cast<T>(other.x1_3);
x1_4 /= static_cast<T>(other.x1_4);
x2_1 /= static_cast<T>(other.x2_1);
x2_2 /= static_cast<T>(other.x2_2);
x2_3 /= static_cast<T>(other.x2_3);
x2_4 /= static_cast<T>(other.x2_4);
x3_1 /= static_cast<T>(other.x3_1);
x3_2 /= static_cast<T>(other.x3_2);
x3_3 /= static_cast<T>(other.x3_3);
x3_4 /= static_cast<T>(other.x3_4);
}
template<Number T>
template<Number N>
constexpr mat3x4<T> mat3x4<T>::operator+(const N& other) const {
return mat3x4<T>(x1_1 + static_cast<T>(other), x1_2 + static_cast<T>(other), x1_3 + static_cast<T>(other), x1_4 + static_cast<T>(other), x2_1 + static_cast<T>(other), x2_2 + static_cast<T>(other), x2_3 + static_cast<T>(other), x2_4 + static_cast<T>(other), x3_1 + static_cast<T>(other), x3_2 + static_cast<T>(other), x3_3 + static_cast<T>(other), x3_4 + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x4<T> mat3x4<T>::operator-(const N& other) const {
return mat3x4<T>(x1_1 - static_cast<T>(other), x1_2 - static_cast<T>(other), x1_3 - static_cast<T>(other), x1_4 - static_cast<T>(other), x2_1 - static_cast<T>(other), x2_2 - static_cast<T>(other), x2_3 - static_cast<T>(other), x2_4 - static_cast<T>(other), x3_1 - static_cast<T>(other), x3_2 - static_cast<T>(other), x3_3 - static_cast<T>(other), x3_4 - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x4<T> mat3x4<T>::operator%(const N& other) const {
return mat3x4<T>(x1_1 % static_cast<T>(other), x1_2 % static_cast<T>(other), x1_3 % static_cast<T>(other), x1_4 % static_cast<T>(other), x2_1 % static_cast<T>(other), x2_2 % static_cast<T>(other), x2_3 % static_cast<T>(other), x2_4 % static_cast<T>(other), x3_1 % static_cast<T>(other), x3_2 % static_cast<T>(other), x3_3 % static_cast<T>(other), x3_4 % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x4<T> mat3x4<T>::compWiseMult(const N& other) const {
return mat3x4<T>(x1_1 * static_cast<T>(other), x1_2 * static_cast<T>(other), x1_3 * static_cast<T>(other), x1_4 * static_cast<T>(other), x2_1 * static_cast<T>(other), x2_2 * static_cast<T>(other), x2_3 * static_cast<T>(other), x2_4 * static_cast<T>(other), x3_1 * static_cast<T>(other), x3_2 * static_cast<T>(other), x3_3 * static_cast<T>(other), x3_4 * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat3x4<T> mat3x4<T>::compWiseDiv(const N& other) const {
return mat3x4<T>(x1_1 / static_cast<T>(other), x1_2 / static_cast<T>(other), x1_3 / static_cast<T>(other), x1_4 / static_cast<T>(other), x2_1 / static_cast<T>(other), x2_2 / static_cast<T>(other), x2_3 / static_cast<T>(other), x2_4 / static_cast<T>(other), x3_1 / static_cast<T>(other), x3_2 / static_cast<T>(other), x3_3 / static_cast<T>(other), x3_4 / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void mat3x4<T>::operator+=(const N& other) {
x1_1 += static_cast<T>(other);
x1_2 += static_cast<T>(other);
x1_3 += static_cast<T>(other);
x1_4 += static_cast<T>(other);
x2_1 += static_cast<T>(other);
x2_2 += static_cast<T>(other);
x2_3 += static_cast<T>(other);
x2_4 += static_cast<T>(other);
x3_1 += static_cast<T>(other);
x3_2 += static_cast<T>(other);
x3_3 += static_cast<T>(other);
x3_4 += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x4<T>::operator-=(const N& other) {
x1_1 -= static_cast<T>(other);
x1_2 -= static_cast<T>(other);
x1_3 -= static_cast<T>(other);
x1_4 -= static_cast<T>(other);
x2_1 -= static_cast<T>(other);
x2_2 -= static_cast<T>(other);
x2_3 -= static_cast<T>(other);
x2_4 -= static_cast<T>(other);
x3_1 -= static_cast<T>(other);
x3_2 -= static_cast<T>(other);
x3_3 -= static_cast<T>(other);
x3_4 -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x4<T>::operator%=(const N& other) {
x1_1 %= static_cast<T>(other);
x1_2 %= static_cast<T>(other);
x1_3 %= static_cast<T>(other);
x1_4 %= static_cast<T>(other);
x2_1 %= static_cast<T>(other);
x2_2 %= static_cast<T>(other);
x2_3 %= static_cast<T>(other);
x2_4 %= static_cast<T>(other);
x3_1 %= static_cast<T>(other);
x3_2 %= static_cast<T>(other);
x3_3 %= static_cast<T>(other);
x3_4 %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x4<T>::compWiseAssMult(const N& other) {
x1_1 *= static_cast<T>(other);
x1_2 *= static_cast<T>(other);
x1_3 *= static_cast<T>(other);
x1_4 *= static_cast<T>(other);
x2_1 *= static_cast<T>(other);
x2_2 *= static_cast<T>(other);
x2_3 *= static_cast<T>(other);
x2_4 *= static_cast<T>(other);
x3_1 *= static_cast<T>(other);
x3_2 *= static_cast<T>(other);
x3_3 *= static_cast<T>(other);
x3_4 *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat3x4<T>::compWiseAssDiv(const N& other) {
x1_1 /= static_cast<T>(other);
x1_2 /= static_cast<T>(other);
x1_3 /= static_cast<T>(other);
x1_4 /= static_cast<T>(other);
x2_1 /= static_cast<T>(other);
x2_2 /= static_cast<T>(other);
x2_3 /= static_cast<T>(other);
x2_4 /= static_cast<T>(other);
x3_1 /= static_cast<T>(other);
x3_2 /= static_cast<T>(other);
x3_3 /= static_cast<T>(other);
x3_4 /= static_cast<T>(other);
}
template<Number T>
template<ColumnVector4 C>
constexpr vec3<T> mat3x4<T>::operator*(const C& other) const {
vec3<T> new_;
new_.x = x1_1 * other.x + x1_2 * other.y + x1_3 * other.z + x1_4 * other.w;
new_.y = x2_1 * other.x + x2_2 * other.y + x2_3 * other.z + x2_4 * other.w;
new_.z = x3_1 * other.x + x3_2 * other.y + x3_3 * other.z + x3_4 * other.w;
return new_;
}
template<Number T>
template<Mat4x2 M>
constexpr mat3x2<T> mat3x4<T>::operator*(const M& other) const {
mat3x2<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1 + x1_4 * other.x4_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2 + x1_4 * other.x4_2;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1 + x2_4 * other.x4_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2 + x2_4 * other.x4_2;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1 + x3_4 * other.x4_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2 + x3_4 * other.x4_2;
return new_;
}
template<Number T>
template<Mat4x3 M>
constexpr mat3x3<T> mat3x4<T>::operator*(const M& other) const {
mat3x3<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1 + x1_4 * other.x4_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2 + x1_4 * other.x4_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3 + x1_4 * other.x4_3;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1 + x2_4 * other.x4_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2 + x2_4 * other.x4_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3 + x2_4 * other.x4_3;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1 + x3_4 * other.x4_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2 + x3_4 * other.x4_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3 + x3_3 * other.x3_3 + x3_4 * other.x4_3;
return new_;
}
template<Number T>
template<Mat4x4 M>
constexpr mat3x4<T> mat3x4<T>::operator*(const M& other) const {
mat3x4<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1 + x1_4 * other.x4_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2 + x1_4 * other.x4_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3 + x1_4 * other.x4_3;
new_.x1_4 = x1_1 * other.x1_4 + x1_2 * other.x2_4 + x1_3 * other.x3_4 + x1_4 * other.x4_4;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1 + x2_4 * other.x4_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2 + x2_4 * other.x4_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3 + x2_4 * other.x4_3;
new_.x2_4 = x2_1 * other.x1_4 + x2_2 * other.x2_4 + x2_3 * other.x3_4 + x2_4 * other.x4_4;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1 + x3_4 * other.x4_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2 + x3_4 * other.x4_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3 + x3_3 * other.x3_3 + x3_4 * other.x4_3;
new_.x3_4 = x3_1 * other.x1_4 + x3_2 * other.x2_4 + x3_3 * other.x3_4 + x3_4 * other.x4_4;
return new_;
}
template<Number T>
template<Mat3x4 M>
constexpr bool mat3x4<T>::operator==(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x1_4 == other.x1_4 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3 and x2_4 == other.x2_4 and x3_1 == other.x3_1 and x3_2 == other.x3_2 and x3_3 == other.x3_3 and x3_4 == other.x3_4;
}
template<Number T>
template<Mat3x4 M>
constexpr bool mat3x4<T>::operator<(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x1_4 < other.x1_4 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3 and x2_4 < other.x2_4 and x3_1 < other.x3_1 and x3_2 < other.x3_2 and x3_3 < other.x3_3 and x3_4 < other.x3_4;
}
template<Number T>
template<Mat3x4 M>
constexpr bool mat3x4<T>::operator>(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x1_4 > other.x1_4 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3 and x2_4 > other.x2_4 and x3_1 > other.x3_1 and x3_2 > other.x3_2 and x3_3 > other.x3_3 and x3_4 > other.x3_4;
}
template<Number T>
template<Mat3x4 M>
constexpr bool mat3x4<T>::operator!=(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x1_4 == other.x1_4 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3 and x2_4 == other.x2_4 and x3_1 == other.x3_1 and x3_2 == other.x3_2 and x3_3 == other.x3_3 and x3_4 == other.x3_4;
}
template<Number T>
template<Mat3x4 M>
constexpr bool mat3x4<T>::operator<=(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x1_4 > other.x1_4 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3 and x2_4 > other.x2_4 and x3_1 > other.x3_1 and x3_2 > other.x3_2 and x3_3 > other.x3_3 and x3_4 > other.x3_4;
}
template<Number T>
template<Mat3x4 M>
constexpr bool mat3x4<T>::operator>=(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x1_4 < other.x1_4 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3 and x2_4 < other.x2_4 and x3_1 < other.x3_1 and x3_2 < other.x3_2 and x3_3 < other.x3_3 and x3_4 < other.x3_4;
}
template<Number T>
template<Number N>
constexpr bool mat3x4<T>::operator==(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x1_4 == other and x2_1 == other and x2_2 == other and x2_3 == other and x2_4 == other and x3_1 == other and x3_2 == other and x3_3 == other and x3_4 == other;
}
template<Number T>
template<Number N>
constexpr bool mat3x4<T>::operator<(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x1_4 < other and x2_1 < other and x2_2 < other and x2_3 < other and x2_4 < other and x3_1 < other and x3_2 < other and x3_3 < other and x3_4 < other;
}
template<Number T>
template<Number N>
constexpr bool mat3x4<T>::operator>(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x1_4 > other and x2_1 > other and x2_2 > other and x2_3 > other and x2_4 > other and x3_1 > other and x3_2 > other and x3_3 > other and x3_4 > other;
}
template<Number T>
template<Number N>
constexpr bool mat3x4<T>::operator!=(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x1_4 == other and x2_1 == other and x2_2 == other and x2_3 == other and x2_4 == other and x3_1 == other and x3_2 == other and x3_3 == other and x3_4 == other;
}
template<Number T>
template<Number N>
constexpr bool mat3x4<T>::operator<=(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x1_4 > other and x2_1 > other and x2_2 > other and x2_3 > other and x2_4 > other and x3_1 > other and x3_2 > other and x3_3 > other and x3_4 > other;
}
template<Number T>
template<Number N>
constexpr bool mat3x4<T>::operator>=(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x1_4 < other and x2_1 < other and x2_2 < other and x2_3 < other and x2_4 < other and x3_1 < other and x3_2 < other and x3_3 < other and x3_4 < other;
}
template<Number T>
constexpr inline float mat3x4<T>::abs() const {
return std::sqrt(static_cast<float>(x1_1 * x1_1) + static_cast<float>(x1_2 * x1_2) + static_cast<float>(x1_3 * x1_3) + static_cast<float>(x1_4 * x1_4) + static_cast<float>(x2_1 * x2_1) + static_cast<float>(x2_2 * x2_2) + static_cast<float>(x2_3 * x2_3) + static_cast<float>(x2_4 * x2_4) + static_cast<float>(x3_1 * x3_1) + static_cast<float>(x3_2 * x3_2) + static_cast<float>(x3_3 * x3_3) + static_cast<float>(x3_4 * x3_4));
}
template<Number T>
constexpr inline T mat3x4<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T mat3x4<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T mat3x4<T>::dot(const mat3x4<N>& other) const {
return x1_1 * static_cast<T>(other.x1_1) + x1_2 * static_cast<T>(other.x1_2) + x1_3 * static_cast<T>(other.x1_3) + x1_4 * static_cast<T>(other.x1_4) + x2_1 * static_cast<T>(other.x2_1) + x2_2 * static_cast<T>(other.x2_2) + x2_3 * static_cast<T>(other.x2_3) + x2_4 * static_cast<T>(other.x2_4) + x3_1 * static_cast<T>(other.x3_1) + x3_2 * static_cast<T>(other.x3_2) + x3_3 * static_cast<T>(other.x3_3) + x3_4 * static_cast<T>(other.x3_4);
}
template<Number T>
constexpr T mat3x4<T>::operator[](std::size_t i) const {
return *(&x1_1 + sizeof(T) * i);
}
template<Number T>
constexpr T mat3x4<T>::at(std::size_t row, std::size_t col) const {
return *(&x1_1 + (row * 3 + col * 4) * sizeof(T));
}
template<Number T>
constexpr rvec4<T> mat3x4<T>::row(std::size_t i) const {
return rvec4<T>(*(&x1_1 + (3 * 0 + i) * sizeof(T)), *(&x1_1 + (3 * 1 + i) * sizeof(T)), *(&x1_1 + (3 * 2 + i) * sizeof(T)), *(&x1_1 + (3 * 3 + i) * sizeof(T)));
}
template<Number T>
constexpr vec3<T> mat3x4<T>::column(std::size_t i) const {
return vec3<T>(*(&x1_1 + (4 * 0 + i) * sizeof(T)), *(&x1_1 + (4 * 1 + i) * sizeof(T)), *(&x1_1 + (4 * 2 + i) * sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat3x4<T>::cbegin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat3x4<T>::cend() const {
return Iterator(const_cast<T*>(&x3_4 + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat3x4<T>::begin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat3x4<T>::end() const {
return Iterator(const_cast<T*>(&x3_4 + sizeof(T)));
}
} // namespace gz
#include "mat3x4.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat3x2;
template<Number T>
class mat3x3;
template<Number T>
class mat4x2;
template<Number T>
class mat4x3;
template<Number T>
class mat4x4;
template<Number T>
class rvec4;
template<Number T>
class vec3;
template<Number T>
class vec4;
/**
* @brief Class containing 12 numbers
*/
template<Number T>
class mat3x4 {
public:
// Constructors
/// Default constructor
constexpr mat3x4()
: x1_1(0), x1_2(0), x1_3(0), x1_4(0), x2_1(0), x2_2(0), x2_3(0), x2_4(0), x3_1(0), x3_2(0), x3_3(0), x3_4(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr mat3x4(const N n)
: x1_1(static_cast<T>(n)), x1_2(static_cast<T>(n)), x1_3(static_cast<T>(n)), x1_4(static_cast<T>(n)), x2_1(static_cast<T>(n)), x2_2(static_cast<T>(n)), x2_3(static_cast<T>(n)), x2_4(static_cast<T>(n)), x3_1(static_cast<T>(n)), x3_2(static_cast<T>(n)), x3_3(static_cast<T>(n)), x3_4(static_cast<T>(n)) {}
/// Create from scalars
template<Number N0_0, Number N0_1, Number N0_2, Number N0_3, Number N1_0, Number N1_1, Number N1_2, Number N1_3, Number N2_0, Number N2_1, Number N2_2, Number N2_3>
constexpr mat3x4(const N0_0 x1_1, const N0_1 x1_2, const N0_2 x1_3, const N0_3 x1_4, const N1_0 x2_1, const N1_1 x2_2, const N1_2 x2_3, const N1_3 x2_4, const N2_0 x3_1, const N2_1 x3_2, const N2_2 x3_3, const N2_3 x3_4)
: x1_1(static_cast<T>(x1_1)), x1_2(static_cast<T>(x1_2)), x1_3(static_cast<T>(x1_3)), x1_4(static_cast<T>(x1_4)), x2_1(static_cast<T>(x2_1)), x2_2(static_cast<T>(x2_2)), x2_3(static_cast<T>(x2_3)), x2_4(static_cast<T>(x2_4)), x3_1(static_cast<T>(x3_1)), x3_2(static_cast<T>(x3_2)), x3_3(static_cast<T>(x3_3)), x3_4(static_cast<T>(x3_4)) {}
/// Create from row vectors
template<RowVector4 V0, RowVector4 V1, RowVector4 V2>
constexpr mat3x4(const V0& v0, const V1& v1, const V2& v2)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v0.y)), x1_3(static_cast<T>(v0.z)), x1_4(static_cast<T>(v0.w)), x2_1(static_cast<T>(v1.x)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v1.z)), x2_4(static_cast<T>(v1.w)), x3_1(static_cast<T>(v2.x)), x3_2(static_cast<T>(v2.y)), x3_3(static_cast<T>(v2.z)), x3_4(static_cast<T>(v2.w)) {}
/// Create from column vectors
template<ColumnVector3 V0, ColumnVector3 V1, ColumnVector3 V2, ColumnVector3 V3>
constexpr mat3x4(const V0& v0, const V1& v1, const V2& v2, const V3& v3)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v1.x)), x1_3(static_cast<T>(v2.x)), x1_4(static_cast<T>(v3.x)), x2_1(static_cast<T>(v0.y)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v2.y)), x2_4(static_cast<T>(v3.y)), x3_1(static_cast<T>(v0.z)), x3_2(static_cast<T>(v1.z)), x3_3(static_cast<T>(v2.z)), x3_4(static_cast<T>(v3.z)) {}
// Values
T x1_1;
T x1_2;
T x1_3;
T x1_4;
T x2_1;
T x2_2;
T x2_3;
T x2_4;
T x3_1;
T x3_2;
T x3_3;
T x3_4;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const mat3x4<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<Mat3x4 M>
constexpr mat3x4<T> operator+(const M& other) const;
/// Component-wise -
template<Mat3x4 M>
constexpr mat3x4<T> operator-(const M& other) const;
/// Component-wise %
template<Mat3x4 M>
constexpr mat3x4<T> operator%(const M& other) const;
/// Component-wise *
template<Mat3x4 M>
constexpr mat3x4<T> compWiseMult(const M& other) const;
/// Component-wise /
template<Mat3x4 M>
constexpr mat3x4<T> compWiseDiv(const M& other) const;
/// Component-wise assignment +=
template<Mat3x4 M>
constexpr void operator+=(const M& other);
/// Component-wise assignment -=
template<Mat3x4 M>
constexpr void operator-=(const M& other);
/// Component-wise assignment %=
template<Mat3x4 M>
constexpr void operator%=(const M& other);
/// Component-wise assignment *=
template<Mat3x4 M>
constexpr void compWiseAssMult(const M& other);
/// Component-wise assignment /=
template<Mat3x4 M>
constexpr void compWiseAssDiv(const M& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr mat3x4<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr mat3x4<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr mat3x4<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr mat3x4<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr mat3x4<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with vec4 -> vec3
template<ColumnVector4 C>
constexpr vec3<T> operator*(const C& other) const;
/// Matrix multiplication with mat4x2 -> mat3x2
template<Mat4x2 M>
constexpr mat3x2<T> operator*(const M& other) const;
/// Matrix multiplication with mat4x3 -> mat3x3
template<Mat4x3 M>
constexpr mat3x3<T> operator*(const M& other) const;
/// Matrix multiplication with mat4x4 -> mat3x4
template<Mat4x4 M>
constexpr mat3x4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<Mat3x4 M>
constexpr bool operator==(const M& other) const;
/// Component-wise comparison < (and)
template<Mat3x4 M>
constexpr bool operator<(const M& other) const;
/// Component-wise comparison > (and)
template<Mat3x4 M>
constexpr bool operator>(const M& other) const;
/// Component-wise comparison != (and)
template<Mat3x4 M>
constexpr bool operator!=(const M& other) const;
/// Component-wise comparison <= (and)
template<Mat3x4 M>
constexpr bool operator<=(const M& other) const;
/// Component-wise comparison >= (and)
template<Mat3x4 M>
constexpr bool operator>=(const M& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const mat3x4<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Get the element at row and col. row and col start at 0
constexpr T at(std::size_t row, std::size_t col) const;
/// Get the ith row as column vector. i starts at 0
constexpr rvec4<T> row(std::size_t i) const;
/// Get the ith column as row vector. i starts at 0
constexpr vec3<T> column(std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // mat3x4
using mat3x4f = mat3x4<float>;
using mat3x4d = mat3x4<double>;
using mat3x4i = mat3x4<int>;
using mat3x4u = mat3x4<unsigned int>;
static_assert(Mat3x4<mat3x4<int>>, "mat3x4<int> does not satisfy the concept Mat3x4");
} // namespace gz

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#include "mat4x2.hpp"
#include "mat2x2.hpp"
#include "mat2x3.hpp"
#include "mat2x4.hpp"
#include "mat4x3.hpp"
#include "mat4x4.hpp"
#include "rvec2.hpp"
#include "vec2.hpp"
#include "vec4.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS mat4x2
//
template<Number T>
template<Number N>
constexpr void mat4x2<T>::operator=(const mat4x2<N>& other) {
x1_1 = static_cast<T>(other.x1_1);
x1_2 = static_cast<T>(other.x1_2);
x2_1 = static_cast<T>(other.x2_1);
x2_2 = static_cast<T>(other.x2_2);
x3_1 = static_cast<T>(other.x3_1);
x3_2 = static_cast<T>(other.x3_2);
x4_1 = static_cast<T>(other.x4_1);
x4_2 = static_cast<T>(other.x4_2);
}
template<Number T>
template<Number N>
constexpr void mat4x2<T>::operator=(const N& other) {
x1_1 = static_cast<T>(other);
x1_2 = static_cast<T>(other);
x2_1 = static_cast<T>(other);
x2_2 = static_cast<T>(other);
x3_1 = static_cast<T>(other);
x3_2 = static_cast<T>(other);
x4_1 = static_cast<T>(other);
x4_2 = static_cast<T>(other);
}
template<Number T>
template<Mat4x2 M>
constexpr mat4x2<T> mat4x2<T>::operator+(const M& other) const {
return mat4x2<T>(x1_1 + static_cast<T>(other.x1_1), x1_2 + static_cast<T>(other.x1_2), x2_1 + static_cast<T>(other.x2_1), x2_2 + static_cast<T>(other.x2_2), x3_1 + static_cast<T>(other.x3_1), x3_2 + static_cast<T>(other.x3_2), x4_1 + static_cast<T>(other.x4_1), x4_2 + static_cast<T>(other.x4_2));
}
template<Number T>
template<Mat4x2 M>
constexpr mat4x2<T> mat4x2<T>::operator-(const M& other) const {
return mat4x2<T>(x1_1 - static_cast<T>(other.x1_1), x1_2 - static_cast<T>(other.x1_2), x2_1 - static_cast<T>(other.x2_1), x2_2 - static_cast<T>(other.x2_2), x3_1 - static_cast<T>(other.x3_1), x3_2 - static_cast<T>(other.x3_2), x4_1 - static_cast<T>(other.x4_1), x4_2 - static_cast<T>(other.x4_2));
}
template<Number T>
template<Mat4x2 M>
constexpr mat4x2<T> mat4x2<T>::operator%(const M& other) const {
return mat4x2<T>(x1_1 % static_cast<T>(other.x1_1), x1_2 % static_cast<T>(other.x1_2), x2_1 % static_cast<T>(other.x2_1), x2_2 % static_cast<T>(other.x2_2), x3_1 % static_cast<T>(other.x3_1), x3_2 % static_cast<T>(other.x3_2), x4_1 % static_cast<T>(other.x4_1), x4_2 % static_cast<T>(other.x4_2));
}
template<Number T>
template<Mat4x2 M>
constexpr mat4x2<T> mat4x2<T>::compWiseMult(const M& other) const {
return mat4x2<T>(x1_1 * static_cast<T>(other.x1_1), x1_2 * static_cast<T>(other.x1_2), x2_1 * static_cast<T>(other.x2_1), x2_2 * static_cast<T>(other.x2_2), x3_1 * static_cast<T>(other.x3_1), x3_2 * static_cast<T>(other.x3_2), x4_1 * static_cast<T>(other.x4_1), x4_2 * static_cast<T>(other.x4_2));
}
template<Number T>
template<Mat4x2 M>
constexpr mat4x2<T> mat4x2<T>::compWiseDiv(const M& other) const {
return mat4x2<T>(x1_1 / static_cast<T>(other.x1_1), x1_2 / static_cast<T>(other.x1_2), x2_1 / static_cast<T>(other.x2_1), x2_2 / static_cast<T>(other.x2_2), x3_1 / static_cast<T>(other.x3_1), x3_2 / static_cast<T>(other.x3_2), x4_1 / static_cast<T>(other.x4_1), x4_2 / static_cast<T>(other.x4_2));
}
template<Number T>
template<Mat4x2 M>
constexpr void mat4x2<T>::operator+=(const M& other) {
x1_1 += static_cast<T>(other.x1_1);
x1_2 += static_cast<T>(other.x1_2);
x2_1 += static_cast<T>(other.x2_1);
x2_2 += static_cast<T>(other.x2_2);
x3_1 += static_cast<T>(other.x3_1);
x3_2 += static_cast<T>(other.x3_2);
x4_1 += static_cast<T>(other.x4_1);
x4_2 += static_cast<T>(other.x4_2);
}
template<Number T>
template<Mat4x2 M>
constexpr void mat4x2<T>::operator-=(const M& other) {
x1_1 -= static_cast<T>(other.x1_1);
x1_2 -= static_cast<T>(other.x1_2);
x2_1 -= static_cast<T>(other.x2_1);
x2_2 -= static_cast<T>(other.x2_2);
x3_1 -= static_cast<T>(other.x3_1);
x3_2 -= static_cast<T>(other.x3_2);
x4_1 -= static_cast<T>(other.x4_1);
x4_2 -= static_cast<T>(other.x4_2);
}
template<Number T>
template<Mat4x2 M>
constexpr void mat4x2<T>::operator%=(const M& other) {
x1_1 %= static_cast<T>(other.x1_1);
x1_2 %= static_cast<T>(other.x1_2);
x2_1 %= static_cast<T>(other.x2_1);
x2_2 %= static_cast<T>(other.x2_2);
x3_1 %= static_cast<T>(other.x3_1);
x3_2 %= static_cast<T>(other.x3_2);
x4_1 %= static_cast<T>(other.x4_1);
x4_2 %= static_cast<T>(other.x4_2);
}
template<Number T>
template<Mat4x2 M>
constexpr void mat4x2<T>::compWiseAssMult(const M& other) {
x1_1 *= static_cast<T>(other.x1_1);
x1_2 *= static_cast<T>(other.x1_2);
x2_1 *= static_cast<T>(other.x2_1);
x2_2 *= static_cast<T>(other.x2_2);
x3_1 *= static_cast<T>(other.x3_1);
x3_2 *= static_cast<T>(other.x3_2);
x4_1 *= static_cast<T>(other.x4_1);
x4_2 *= static_cast<T>(other.x4_2);
}
template<Number T>
template<Mat4x2 M>
constexpr void mat4x2<T>::compWiseAssDiv(const M& other) {
x1_1 /= static_cast<T>(other.x1_1);
x1_2 /= static_cast<T>(other.x1_2);
x2_1 /= static_cast<T>(other.x2_1);
x2_2 /= static_cast<T>(other.x2_2);
x3_1 /= static_cast<T>(other.x3_1);
x3_2 /= static_cast<T>(other.x3_2);
x4_1 /= static_cast<T>(other.x4_1);
x4_2 /= static_cast<T>(other.x4_2);
}
template<Number T>
template<Number N>
constexpr mat4x2<T> mat4x2<T>::operator+(const N& other) const {
return mat4x2<T>(x1_1 + static_cast<T>(other), x1_2 + static_cast<T>(other), x2_1 + static_cast<T>(other), x2_2 + static_cast<T>(other), x3_1 + static_cast<T>(other), x3_2 + static_cast<T>(other), x4_1 + static_cast<T>(other), x4_2 + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x2<T> mat4x2<T>::operator-(const N& other) const {
return mat4x2<T>(x1_1 - static_cast<T>(other), x1_2 - static_cast<T>(other), x2_1 - static_cast<T>(other), x2_2 - static_cast<T>(other), x3_1 - static_cast<T>(other), x3_2 - static_cast<T>(other), x4_1 - static_cast<T>(other), x4_2 - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x2<T> mat4x2<T>::operator%(const N& other) const {
return mat4x2<T>(x1_1 % static_cast<T>(other), x1_2 % static_cast<T>(other), x2_1 % static_cast<T>(other), x2_2 % static_cast<T>(other), x3_1 % static_cast<T>(other), x3_2 % static_cast<T>(other), x4_1 % static_cast<T>(other), x4_2 % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x2<T> mat4x2<T>::compWiseMult(const N& other) const {
return mat4x2<T>(x1_1 * static_cast<T>(other), x1_2 * static_cast<T>(other), x2_1 * static_cast<T>(other), x2_2 * static_cast<T>(other), x3_1 * static_cast<T>(other), x3_2 * static_cast<T>(other), x4_1 * static_cast<T>(other), x4_2 * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x2<T> mat4x2<T>::compWiseDiv(const N& other) const {
return mat4x2<T>(x1_1 / static_cast<T>(other), x1_2 / static_cast<T>(other), x2_1 / static_cast<T>(other), x2_2 / static_cast<T>(other), x3_1 / static_cast<T>(other), x3_2 / static_cast<T>(other), x4_1 / static_cast<T>(other), x4_2 / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void mat4x2<T>::operator+=(const N& other) {
x1_1 += static_cast<T>(other);
x1_2 += static_cast<T>(other);
x2_1 += static_cast<T>(other);
x2_2 += static_cast<T>(other);
x3_1 += static_cast<T>(other);
x3_2 += static_cast<T>(other);
x4_1 += static_cast<T>(other);
x4_2 += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x2<T>::operator-=(const N& other) {
x1_1 -= static_cast<T>(other);
x1_2 -= static_cast<T>(other);
x2_1 -= static_cast<T>(other);
x2_2 -= static_cast<T>(other);
x3_1 -= static_cast<T>(other);
x3_2 -= static_cast<T>(other);
x4_1 -= static_cast<T>(other);
x4_2 -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x2<T>::operator%=(const N& other) {
x1_1 %= static_cast<T>(other);
x1_2 %= static_cast<T>(other);
x2_1 %= static_cast<T>(other);
x2_2 %= static_cast<T>(other);
x3_1 %= static_cast<T>(other);
x3_2 %= static_cast<T>(other);
x4_1 %= static_cast<T>(other);
x4_2 %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x2<T>::compWiseAssMult(const N& other) {
x1_1 *= static_cast<T>(other);
x1_2 *= static_cast<T>(other);
x2_1 *= static_cast<T>(other);
x2_2 *= static_cast<T>(other);
x3_1 *= static_cast<T>(other);
x3_2 *= static_cast<T>(other);
x4_1 *= static_cast<T>(other);
x4_2 *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x2<T>::compWiseAssDiv(const N& other) {
x1_1 /= static_cast<T>(other);
x1_2 /= static_cast<T>(other);
x2_1 /= static_cast<T>(other);
x2_2 /= static_cast<T>(other);
x3_1 /= static_cast<T>(other);
x3_2 /= static_cast<T>(other);
x4_1 /= static_cast<T>(other);
x4_2 /= static_cast<T>(other);
}
template<Number T>
template<ColumnVector2 C>
constexpr vec4<T> mat4x2<T>::operator*(const C& other) const {
vec4<T> new_;
new_.x = x1_1 * other.x + x1_2 * other.y;
new_.y = x2_1 * other.x + x2_2 * other.y;
new_.z = x3_1 * other.x + x3_2 * other.y;
new_.w = x4_1 * other.x + x4_2 * other.y;
return new_;
}
template<Number T>
template<Mat2x2 M>
constexpr mat4x2<T> mat4x2<T>::operator*(const M& other) const {
mat4x2<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2;
new_.x4_1 = x4_1 * other.x1_1 + x4_2 * other.x2_1;
new_.x4_2 = x4_1 * other.x1_2 + x4_2 * other.x2_2;
return new_;
}
template<Number T>
template<Mat2x3 M>
constexpr mat4x3<T> mat4x2<T>::operator*(const M& other) const {
mat4x3<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3;
new_.x4_1 = x4_1 * other.x1_1 + x4_2 * other.x2_1;
new_.x4_2 = x4_1 * other.x1_2 + x4_2 * other.x2_2;
new_.x4_3 = x4_1 * other.x1_3 + x4_2 * other.x2_3;
return new_;
}
template<Number T>
template<Mat2x4 M>
constexpr mat4x4<T> mat4x2<T>::operator*(const M& other) const {
mat4x4<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3;
new_.x1_4 = x1_1 * other.x1_4 + x1_2 * other.x2_4;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3;
new_.x2_4 = x2_1 * other.x1_4 + x2_2 * other.x2_4;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3;
new_.x3_4 = x3_1 * other.x1_4 + x3_2 * other.x2_4;
new_.x4_1 = x4_1 * other.x1_1 + x4_2 * other.x2_1;
new_.x4_2 = x4_1 * other.x1_2 + x4_2 * other.x2_2;
new_.x4_3 = x4_1 * other.x1_3 + x4_2 * other.x2_3;
new_.x4_4 = x4_1 * other.x1_4 + x4_2 * other.x2_4;
return new_;
}
template<Number T>
template<Mat4x2 M>
constexpr bool mat4x2<T>::operator==(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x3_1 == other.x3_1 and x3_2 == other.x3_2 and x4_1 == other.x4_1 and x4_2 == other.x4_2;
}
template<Number T>
template<Mat4x2 M>
constexpr bool mat4x2<T>::operator<(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x3_1 < other.x3_1 and x3_2 < other.x3_2 and x4_1 < other.x4_1 and x4_2 < other.x4_2;
}
template<Number T>
template<Mat4x2 M>
constexpr bool mat4x2<T>::operator>(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x3_1 > other.x3_1 and x3_2 > other.x3_2 and x4_1 > other.x4_1 and x4_2 > other.x4_2;
}
template<Number T>
template<Mat4x2 M>
constexpr bool mat4x2<T>::operator!=(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x3_1 == other.x3_1 and x3_2 == other.x3_2 and x4_1 == other.x4_1 and x4_2 == other.x4_2;
}
template<Number T>
template<Mat4x2 M>
constexpr bool mat4x2<T>::operator<=(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x3_1 > other.x3_1 and x3_2 > other.x3_2 and x4_1 > other.x4_1 and x4_2 > other.x4_2;
}
template<Number T>
template<Mat4x2 M>
constexpr bool mat4x2<T>::operator>=(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x3_1 < other.x3_1 and x3_2 < other.x3_2 and x4_1 < other.x4_1 and x4_2 < other.x4_2;
}
template<Number T>
template<Number N>
constexpr bool mat4x2<T>::operator==(const N& other) const {
return x1_1 == other and x1_2 == other and x2_1 == other and x2_2 == other and x3_1 == other and x3_2 == other and x4_1 == other and x4_2 == other;
}
template<Number T>
template<Number N>
constexpr bool mat4x2<T>::operator<(const N& other) const {
return x1_1 < other and x1_2 < other and x2_1 < other and x2_2 < other and x3_1 < other and x3_2 < other and x4_1 < other and x4_2 < other;
}
template<Number T>
template<Number N>
constexpr bool mat4x2<T>::operator>(const N& other) const {
return x1_1 > other and x1_2 > other and x2_1 > other and x2_2 > other and x3_1 > other and x3_2 > other and x4_1 > other and x4_2 > other;
}
template<Number T>
template<Number N>
constexpr bool mat4x2<T>::operator!=(const N& other) const {
return x1_1 == other and x1_2 == other and x2_1 == other and x2_2 == other and x3_1 == other and x3_2 == other and x4_1 == other and x4_2 == other;
}
template<Number T>
template<Number N>
constexpr bool mat4x2<T>::operator<=(const N& other) const {
return x1_1 > other and x1_2 > other and x2_1 > other and x2_2 > other and x3_1 > other and x3_2 > other and x4_1 > other and x4_2 > other;
}
template<Number T>
template<Number N>
constexpr bool mat4x2<T>::operator>=(const N& other) const {
return x1_1 < other and x1_2 < other and x2_1 < other and x2_2 < other and x3_1 < other and x3_2 < other and x4_1 < other and x4_2 < other;
}
template<Number T>
constexpr inline float mat4x2<T>::abs() const {
return std::sqrt(static_cast<float>(x1_1 * x1_1) + static_cast<float>(x1_2 * x1_2) + static_cast<float>(x2_1 * x2_1) + static_cast<float>(x2_2 * x2_2) + static_cast<float>(x3_1 * x3_1) + static_cast<float>(x3_2 * x3_2) + static_cast<float>(x4_1 * x4_1) + static_cast<float>(x4_2 * x4_2));
}
template<Number T>
constexpr inline T mat4x2<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T mat4x2<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T mat4x2<T>::dot(const mat4x2<N>& other) const {
return x1_1 * static_cast<T>(other.x1_1) + x1_2 * static_cast<T>(other.x1_2) + x2_1 * static_cast<T>(other.x2_1) + x2_2 * static_cast<T>(other.x2_2) + x3_1 * static_cast<T>(other.x3_1) + x3_2 * static_cast<T>(other.x3_2) + x4_1 * static_cast<T>(other.x4_1) + x4_2 * static_cast<T>(other.x4_2);
}
template<Number T>
constexpr T mat4x2<T>::operator[](std::size_t i) const {
return *(&x1_1 + sizeof(T) * i);
}
template<Number T>
constexpr T mat4x2<T>::at(std::size_t row, std::size_t col) const {
return *(&x1_1 + (row * 4 + col * 2) * sizeof(T));
}
template<Number T>
constexpr rvec2<T> mat4x2<T>::row(std::size_t i) const {
return rvec2<T>(*(&x1_1 + (4 * 0 + i) * sizeof(T)), *(&x1_1 + (4 * 1 + i) * sizeof(T)));
}
template<Number T>
constexpr vec4<T> mat4x2<T>::column(std::size_t i) const {
return vec4<T>(*(&x1_1 + (2 * 0 + i) * sizeof(T)), *(&x1_1 + (2 * 1 + i) * sizeof(T)), *(&x1_1 + (2 * 2 + i) * sizeof(T)), *(&x1_1 + (2 * 3 + i) * sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat4x2<T>::cbegin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat4x2<T>::cend() const {
return Iterator(const_cast<T*>(&x4_2 + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat4x2<T>::begin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat4x2<T>::end() const {
return Iterator(const_cast<T*>(&x4_2 + sizeof(T)));
}
} // namespace gz
#include "mat4x2.tpp"

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@ -1,219 +0,0 @@
#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat2x2;
template<Number T>
class mat2x3;
template<Number T>
class mat2x4;
template<Number T>
class mat4x3;
template<Number T>
class mat4x4;
template<Number T>
class rvec2;
template<Number T>
class vec2;
template<Number T>
class vec4;
/**
* @brief Class containing 8 numbers
*/
template<Number T>
class mat4x2 {
public:
// Constructors
/// Default constructor
constexpr mat4x2()
: x1_1(0), x1_2(0), x2_1(0), x2_2(0), x3_1(0), x3_2(0), x4_1(0), x4_2(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr mat4x2(const N n)
: x1_1(static_cast<T>(n)), x1_2(static_cast<T>(n)), x2_1(static_cast<T>(n)), x2_2(static_cast<T>(n)), x3_1(static_cast<T>(n)), x3_2(static_cast<T>(n)), x4_1(static_cast<T>(n)), x4_2(static_cast<T>(n)) {}
/// Create from scalars
template<Number N0_0, Number N0_1, Number N1_0, Number N1_1, Number N2_0, Number N2_1, Number N3_0, Number N3_1>
constexpr mat4x2(const N0_0 x1_1, const N0_1 x1_2, const N1_0 x2_1, const N1_1 x2_2, const N2_0 x3_1, const N2_1 x3_2, const N3_0 x4_1, const N3_1 x4_2)
: x1_1(static_cast<T>(x1_1)), x1_2(static_cast<T>(x1_2)), x2_1(static_cast<T>(x2_1)), x2_2(static_cast<T>(x2_2)), x3_1(static_cast<T>(x3_1)), x3_2(static_cast<T>(x3_2)), x4_1(static_cast<T>(x4_1)), x4_2(static_cast<T>(x4_2)) {}
/// Create from row vectors
template<RowVector2 V0, RowVector2 V1, RowVector2 V2, RowVector2 V3>
constexpr mat4x2(const V0& v0, const V1& v1, const V2& v2, const V3& v3)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v0.y)), x2_1(static_cast<T>(v1.x)), x2_2(static_cast<T>(v1.y)), x3_1(static_cast<T>(v2.x)), x3_2(static_cast<T>(v2.y)), x4_1(static_cast<T>(v3.x)), x4_2(static_cast<T>(v3.y)) {}
/// Create from column vectors
template<ColumnVector4 V0, ColumnVector4 V1>
constexpr mat4x2(const V0& v0, const V1& v1)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v1.x)), x2_1(static_cast<T>(v0.y)), x2_2(static_cast<T>(v1.y)), x3_1(static_cast<T>(v0.z)), x3_2(static_cast<T>(v1.z)), x4_1(static_cast<T>(v0.w)), x4_2(static_cast<T>(v1.w)) {}
// Values
T x1_1;
T x1_2;
T x2_1;
T x2_2;
T x3_1;
T x3_2;
T x4_1;
T x4_2;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const mat4x2<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<Mat4x2 M>
constexpr mat4x2<T> operator+(const M& other) const;
/// Component-wise -
template<Mat4x2 M>
constexpr mat4x2<T> operator-(const M& other) const;
/// Component-wise %
template<Mat4x2 M>
constexpr mat4x2<T> operator%(const M& other) const;
/// Component-wise *
template<Mat4x2 M>
constexpr mat4x2<T> compWiseMult(const M& other) const;
/// Component-wise /
template<Mat4x2 M>
constexpr mat4x2<T> compWiseDiv(const M& other) const;
/// Component-wise assignment +=
template<Mat4x2 M>
constexpr void operator+=(const M& other);
/// Component-wise assignment -=
template<Mat4x2 M>
constexpr void operator-=(const M& other);
/// Component-wise assignment %=
template<Mat4x2 M>
constexpr void operator%=(const M& other);
/// Component-wise assignment *=
template<Mat4x2 M>
constexpr void compWiseAssMult(const M& other);
/// Component-wise assignment /=
template<Mat4x2 M>
constexpr void compWiseAssDiv(const M& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr mat4x2<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr mat4x2<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr mat4x2<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr mat4x2<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr mat4x2<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with vec2 -> vec4
template<ColumnVector2 C>
constexpr vec4<T> operator*(const C& other) const;
/// Matrix multiplication with mat2x2 -> mat4x2
template<Mat2x2 M>
constexpr mat4x2<T> operator*(const M& other) const;
/// Matrix multiplication with mat2x3 -> mat4x3
template<Mat2x3 M>
constexpr mat4x3<T> operator*(const M& other) const;
/// Matrix multiplication with mat2x4 -> mat4x4
template<Mat2x4 M>
constexpr mat4x4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<Mat4x2 M>
constexpr bool operator==(const M& other) const;
/// Component-wise comparison < (and)
template<Mat4x2 M>
constexpr bool operator<(const M& other) const;
/// Component-wise comparison > (and)
template<Mat4x2 M>
constexpr bool operator>(const M& other) const;
/// Component-wise comparison != (and)
template<Mat4x2 M>
constexpr bool operator!=(const M& other) const;
/// Component-wise comparison <= (and)
template<Mat4x2 M>
constexpr bool operator<=(const M& other) const;
/// Component-wise comparison >= (and)
template<Mat4x2 M>
constexpr bool operator>=(const M& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const mat4x2<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Get the element at row and col. row and col start at 0
constexpr T at(std::size_t row, std::size_t col) const;
/// Get the ith row as column vector. i starts at 0
constexpr rvec2<T> row(std::size_t i) const;
/// Get the ith column as row vector. i starts at 0
constexpr vec4<T> column(std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // mat4x2
using mat4x2f = mat4x2<float>;
using mat4x2d = mat4x2<double>;
using mat4x2i = mat4x2<int>;
using mat4x2u = mat4x2<unsigned int>;
static_assert(Mat4x2<mat4x2<int>>, "mat4x2<int> does not satisfy the concept Mat4x2");
} // namespace gz

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#include "mat4x3.hpp"
#include "mat3x2.hpp"
#include "mat3x3.hpp"
#include "mat3x4.hpp"
#include "mat4x2.hpp"
#include "mat4x4.hpp"
#include "rvec3.hpp"
#include "vec3.hpp"
#include "vec4.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS mat4x3
//
template<Number T>
template<Number N>
constexpr void mat4x3<T>::operator=(const mat4x3<N>& other) {
x1_1 = static_cast<T>(other.x1_1);
x1_2 = static_cast<T>(other.x1_2);
x1_3 = static_cast<T>(other.x1_3);
x2_1 = static_cast<T>(other.x2_1);
x2_2 = static_cast<T>(other.x2_2);
x2_3 = static_cast<T>(other.x2_3);
x3_1 = static_cast<T>(other.x3_1);
x3_2 = static_cast<T>(other.x3_2);
x3_3 = static_cast<T>(other.x3_3);
x4_1 = static_cast<T>(other.x4_1);
x4_2 = static_cast<T>(other.x4_2);
x4_3 = static_cast<T>(other.x4_3);
}
template<Number T>
template<Number N>
constexpr void mat4x3<T>::operator=(const N& other) {
x1_1 = static_cast<T>(other);
x1_2 = static_cast<T>(other);
x1_3 = static_cast<T>(other);
x2_1 = static_cast<T>(other);
x2_2 = static_cast<T>(other);
x2_3 = static_cast<T>(other);
x3_1 = static_cast<T>(other);
x3_2 = static_cast<T>(other);
x3_3 = static_cast<T>(other);
x4_1 = static_cast<T>(other);
x4_2 = static_cast<T>(other);
x4_3 = static_cast<T>(other);
}
template<Number T>
template<Mat4x3 M>
constexpr mat4x3<T> mat4x3<T>::operator+(const M& other) const {
return mat4x3<T>(x1_1 + static_cast<T>(other.x1_1), x1_2 + static_cast<T>(other.x1_2), x1_3 + static_cast<T>(other.x1_3), x2_1 + static_cast<T>(other.x2_1), x2_2 + static_cast<T>(other.x2_2), x2_3 + static_cast<T>(other.x2_3), x3_1 + static_cast<T>(other.x3_1), x3_2 + static_cast<T>(other.x3_2), x3_3 + static_cast<T>(other.x3_3), x4_1 + static_cast<T>(other.x4_1), x4_2 + static_cast<T>(other.x4_2), x4_3 + static_cast<T>(other.x4_3));
}
template<Number T>
template<Mat4x3 M>
constexpr mat4x3<T> mat4x3<T>::operator-(const M& other) const {
return mat4x3<T>(x1_1 - static_cast<T>(other.x1_1), x1_2 - static_cast<T>(other.x1_2), x1_3 - static_cast<T>(other.x1_3), x2_1 - static_cast<T>(other.x2_1), x2_2 - static_cast<T>(other.x2_2), x2_3 - static_cast<T>(other.x2_3), x3_1 - static_cast<T>(other.x3_1), x3_2 - static_cast<T>(other.x3_2), x3_3 - static_cast<T>(other.x3_3), x4_1 - static_cast<T>(other.x4_1), x4_2 - static_cast<T>(other.x4_2), x4_3 - static_cast<T>(other.x4_3));
}
template<Number T>
template<Mat4x3 M>
constexpr mat4x3<T> mat4x3<T>::operator%(const M& other) const {
return mat4x3<T>(x1_1 % static_cast<T>(other.x1_1), x1_2 % static_cast<T>(other.x1_2), x1_3 % static_cast<T>(other.x1_3), x2_1 % static_cast<T>(other.x2_1), x2_2 % static_cast<T>(other.x2_2), x2_3 % static_cast<T>(other.x2_3), x3_1 % static_cast<T>(other.x3_1), x3_2 % static_cast<T>(other.x3_2), x3_3 % static_cast<T>(other.x3_3), x4_1 % static_cast<T>(other.x4_1), x4_2 % static_cast<T>(other.x4_2), x4_3 % static_cast<T>(other.x4_3));
}
template<Number T>
template<Mat4x3 M>
constexpr mat4x3<T> mat4x3<T>::compWiseMult(const M& other) const {
return mat4x3<T>(x1_1 * static_cast<T>(other.x1_1), x1_2 * static_cast<T>(other.x1_2), x1_3 * static_cast<T>(other.x1_3), x2_1 * static_cast<T>(other.x2_1), x2_2 * static_cast<T>(other.x2_2), x2_3 * static_cast<T>(other.x2_3), x3_1 * static_cast<T>(other.x3_1), x3_2 * static_cast<T>(other.x3_2), x3_3 * static_cast<T>(other.x3_3), x4_1 * static_cast<T>(other.x4_1), x4_2 * static_cast<T>(other.x4_2), x4_3 * static_cast<T>(other.x4_3));
}
template<Number T>
template<Mat4x3 M>
constexpr mat4x3<T> mat4x3<T>::compWiseDiv(const M& other) const {
return mat4x3<T>(x1_1 / static_cast<T>(other.x1_1), x1_2 / static_cast<T>(other.x1_2), x1_3 / static_cast<T>(other.x1_3), x2_1 / static_cast<T>(other.x2_1), x2_2 / static_cast<T>(other.x2_2), x2_3 / static_cast<T>(other.x2_3), x3_1 / static_cast<T>(other.x3_1), x3_2 / static_cast<T>(other.x3_2), x3_3 / static_cast<T>(other.x3_3), x4_1 / static_cast<T>(other.x4_1), x4_2 / static_cast<T>(other.x4_2), x4_3 / static_cast<T>(other.x4_3));
}
template<Number T>
template<Mat4x3 M>
constexpr void mat4x3<T>::operator+=(const M& other) {
x1_1 += static_cast<T>(other.x1_1);
x1_2 += static_cast<T>(other.x1_2);
x1_3 += static_cast<T>(other.x1_3);
x2_1 += static_cast<T>(other.x2_1);
x2_2 += static_cast<T>(other.x2_2);
x2_3 += static_cast<T>(other.x2_3);
x3_1 += static_cast<T>(other.x3_1);
x3_2 += static_cast<T>(other.x3_2);
x3_3 += static_cast<T>(other.x3_3);
x4_1 += static_cast<T>(other.x4_1);
x4_2 += static_cast<T>(other.x4_2);
x4_3 += static_cast<T>(other.x4_3);
}
template<Number T>
template<Mat4x3 M>
constexpr void mat4x3<T>::operator-=(const M& other) {
x1_1 -= static_cast<T>(other.x1_1);
x1_2 -= static_cast<T>(other.x1_2);
x1_3 -= static_cast<T>(other.x1_3);
x2_1 -= static_cast<T>(other.x2_1);
x2_2 -= static_cast<T>(other.x2_2);
x2_3 -= static_cast<T>(other.x2_3);
x3_1 -= static_cast<T>(other.x3_1);
x3_2 -= static_cast<T>(other.x3_2);
x3_3 -= static_cast<T>(other.x3_3);
x4_1 -= static_cast<T>(other.x4_1);
x4_2 -= static_cast<T>(other.x4_2);
x4_3 -= static_cast<T>(other.x4_3);
}
template<Number T>
template<Mat4x3 M>
constexpr void mat4x3<T>::operator%=(const M& other) {
x1_1 %= static_cast<T>(other.x1_1);
x1_2 %= static_cast<T>(other.x1_2);
x1_3 %= static_cast<T>(other.x1_3);
x2_1 %= static_cast<T>(other.x2_1);
x2_2 %= static_cast<T>(other.x2_2);
x2_3 %= static_cast<T>(other.x2_3);
x3_1 %= static_cast<T>(other.x3_1);
x3_2 %= static_cast<T>(other.x3_2);
x3_3 %= static_cast<T>(other.x3_3);
x4_1 %= static_cast<T>(other.x4_1);
x4_2 %= static_cast<T>(other.x4_2);
x4_3 %= static_cast<T>(other.x4_3);
}
template<Number T>
template<Mat4x3 M>
constexpr void mat4x3<T>::compWiseAssMult(const M& other) {
x1_1 *= static_cast<T>(other.x1_1);
x1_2 *= static_cast<T>(other.x1_2);
x1_3 *= static_cast<T>(other.x1_3);
x2_1 *= static_cast<T>(other.x2_1);
x2_2 *= static_cast<T>(other.x2_2);
x2_3 *= static_cast<T>(other.x2_3);
x3_1 *= static_cast<T>(other.x3_1);
x3_2 *= static_cast<T>(other.x3_2);
x3_3 *= static_cast<T>(other.x3_3);
x4_1 *= static_cast<T>(other.x4_1);
x4_2 *= static_cast<T>(other.x4_2);
x4_3 *= static_cast<T>(other.x4_3);
}
template<Number T>
template<Mat4x3 M>
constexpr void mat4x3<T>::compWiseAssDiv(const M& other) {
x1_1 /= static_cast<T>(other.x1_1);
x1_2 /= static_cast<T>(other.x1_2);
x1_3 /= static_cast<T>(other.x1_3);
x2_1 /= static_cast<T>(other.x2_1);
x2_2 /= static_cast<T>(other.x2_2);
x2_3 /= static_cast<T>(other.x2_3);
x3_1 /= static_cast<T>(other.x3_1);
x3_2 /= static_cast<T>(other.x3_2);
x3_3 /= static_cast<T>(other.x3_3);
x4_1 /= static_cast<T>(other.x4_1);
x4_2 /= static_cast<T>(other.x4_2);
x4_3 /= static_cast<T>(other.x4_3);
}
template<Number T>
template<Number N>
constexpr mat4x3<T> mat4x3<T>::operator+(const N& other) const {
return mat4x3<T>(x1_1 + static_cast<T>(other), x1_2 + static_cast<T>(other), x1_3 + static_cast<T>(other), x2_1 + static_cast<T>(other), x2_2 + static_cast<T>(other), x2_3 + static_cast<T>(other), x3_1 + static_cast<T>(other), x3_2 + static_cast<T>(other), x3_3 + static_cast<T>(other), x4_1 + static_cast<T>(other), x4_2 + static_cast<T>(other), x4_3 + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x3<T> mat4x3<T>::operator-(const N& other) const {
return mat4x3<T>(x1_1 - static_cast<T>(other), x1_2 - static_cast<T>(other), x1_3 - static_cast<T>(other), x2_1 - static_cast<T>(other), x2_2 - static_cast<T>(other), x2_3 - static_cast<T>(other), x3_1 - static_cast<T>(other), x3_2 - static_cast<T>(other), x3_3 - static_cast<T>(other), x4_1 - static_cast<T>(other), x4_2 - static_cast<T>(other), x4_3 - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x3<T> mat4x3<T>::operator%(const N& other) const {
return mat4x3<T>(x1_1 % static_cast<T>(other), x1_2 % static_cast<T>(other), x1_3 % static_cast<T>(other), x2_1 % static_cast<T>(other), x2_2 % static_cast<T>(other), x2_3 % static_cast<T>(other), x3_1 % static_cast<T>(other), x3_2 % static_cast<T>(other), x3_3 % static_cast<T>(other), x4_1 % static_cast<T>(other), x4_2 % static_cast<T>(other), x4_3 % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x3<T> mat4x3<T>::compWiseMult(const N& other) const {
return mat4x3<T>(x1_1 * static_cast<T>(other), x1_2 * static_cast<T>(other), x1_3 * static_cast<T>(other), x2_1 * static_cast<T>(other), x2_2 * static_cast<T>(other), x2_3 * static_cast<T>(other), x3_1 * static_cast<T>(other), x3_2 * static_cast<T>(other), x3_3 * static_cast<T>(other), x4_1 * static_cast<T>(other), x4_2 * static_cast<T>(other), x4_3 * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x3<T> mat4x3<T>::compWiseDiv(const N& other) const {
return mat4x3<T>(x1_1 / static_cast<T>(other), x1_2 / static_cast<T>(other), x1_3 / static_cast<T>(other), x2_1 / static_cast<T>(other), x2_2 / static_cast<T>(other), x2_3 / static_cast<T>(other), x3_1 / static_cast<T>(other), x3_2 / static_cast<T>(other), x3_3 / static_cast<T>(other), x4_1 / static_cast<T>(other), x4_2 / static_cast<T>(other), x4_3 / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void mat4x3<T>::operator+=(const N& other) {
x1_1 += static_cast<T>(other);
x1_2 += static_cast<T>(other);
x1_3 += static_cast<T>(other);
x2_1 += static_cast<T>(other);
x2_2 += static_cast<T>(other);
x2_3 += static_cast<T>(other);
x3_1 += static_cast<T>(other);
x3_2 += static_cast<T>(other);
x3_3 += static_cast<T>(other);
x4_1 += static_cast<T>(other);
x4_2 += static_cast<T>(other);
x4_3 += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x3<T>::operator-=(const N& other) {
x1_1 -= static_cast<T>(other);
x1_2 -= static_cast<T>(other);
x1_3 -= static_cast<T>(other);
x2_1 -= static_cast<T>(other);
x2_2 -= static_cast<T>(other);
x2_3 -= static_cast<T>(other);
x3_1 -= static_cast<T>(other);
x3_2 -= static_cast<T>(other);
x3_3 -= static_cast<T>(other);
x4_1 -= static_cast<T>(other);
x4_2 -= static_cast<T>(other);
x4_3 -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x3<T>::operator%=(const N& other) {
x1_1 %= static_cast<T>(other);
x1_2 %= static_cast<T>(other);
x1_3 %= static_cast<T>(other);
x2_1 %= static_cast<T>(other);
x2_2 %= static_cast<T>(other);
x2_3 %= static_cast<T>(other);
x3_1 %= static_cast<T>(other);
x3_2 %= static_cast<T>(other);
x3_3 %= static_cast<T>(other);
x4_1 %= static_cast<T>(other);
x4_2 %= static_cast<T>(other);
x4_3 %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x3<T>::compWiseAssMult(const N& other) {
x1_1 *= static_cast<T>(other);
x1_2 *= static_cast<T>(other);
x1_3 *= static_cast<T>(other);
x2_1 *= static_cast<T>(other);
x2_2 *= static_cast<T>(other);
x2_3 *= static_cast<T>(other);
x3_1 *= static_cast<T>(other);
x3_2 *= static_cast<T>(other);
x3_3 *= static_cast<T>(other);
x4_1 *= static_cast<T>(other);
x4_2 *= static_cast<T>(other);
x4_3 *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x3<T>::compWiseAssDiv(const N& other) {
x1_1 /= static_cast<T>(other);
x1_2 /= static_cast<T>(other);
x1_3 /= static_cast<T>(other);
x2_1 /= static_cast<T>(other);
x2_2 /= static_cast<T>(other);
x2_3 /= static_cast<T>(other);
x3_1 /= static_cast<T>(other);
x3_2 /= static_cast<T>(other);
x3_3 /= static_cast<T>(other);
x4_1 /= static_cast<T>(other);
x4_2 /= static_cast<T>(other);
x4_3 /= static_cast<T>(other);
}
template<Number T>
template<ColumnVector3 C>
constexpr vec4<T> mat4x3<T>::operator*(const C& other) const {
vec4<T> new_;
new_.x = x1_1 * other.x + x1_2 * other.y + x1_3 * other.z;
new_.y = x2_1 * other.x + x2_2 * other.y + x2_3 * other.z;
new_.z = x3_1 * other.x + x3_2 * other.y + x3_3 * other.z;
new_.w = x4_1 * other.x + x4_2 * other.y + x4_3 * other.z;
return new_;
}
template<Number T>
template<Mat3x2 M>
constexpr mat4x2<T> mat4x3<T>::operator*(const M& other) const {
mat4x2<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2;
new_.x4_1 = x4_1 * other.x1_1 + x4_2 * other.x2_1 + x4_3 * other.x3_1;
new_.x4_2 = x4_1 * other.x1_2 + x4_2 * other.x2_2 + x4_3 * other.x3_2;
return new_;
}
template<Number T>
template<Mat3x3 M>
constexpr mat4x3<T> mat4x3<T>::operator*(const M& other) const {
mat4x3<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3 + x3_3 * other.x3_3;
new_.x4_1 = x4_1 * other.x1_1 + x4_2 * other.x2_1 + x4_3 * other.x3_1;
new_.x4_2 = x4_1 * other.x1_2 + x4_2 * other.x2_2 + x4_3 * other.x3_2;
new_.x4_3 = x4_1 * other.x1_3 + x4_2 * other.x2_3 + x4_3 * other.x3_3;
return new_;
}
template<Number T>
template<Mat3x4 M>
constexpr mat4x4<T> mat4x3<T>::operator*(const M& other) const {
mat4x4<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3;
new_.x1_4 = x1_1 * other.x1_4 + x1_2 * other.x2_4 + x1_3 * other.x3_4;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3;
new_.x2_4 = x2_1 * other.x1_4 + x2_2 * other.x2_4 + x2_3 * other.x3_4;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3 + x3_3 * other.x3_3;
new_.x3_4 = x3_1 * other.x1_4 + x3_2 * other.x2_4 + x3_3 * other.x3_4;
new_.x4_1 = x4_1 * other.x1_1 + x4_2 * other.x2_1 + x4_3 * other.x3_1;
new_.x4_2 = x4_1 * other.x1_2 + x4_2 * other.x2_2 + x4_3 * other.x3_2;
new_.x4_3 = x4_1 * other.x1_3 + x4_2 * other.x2_3 + x4_3 * other.x3_3;
new_.x4_4 = x4_1 * other.x1_4 + x4_2 * other.x2_4 + x4_3 * other.x3_4;
return new_;
}
template<Number T>
template<Mat4x3 M>
constexpr bool mat4x3<T>::operator==(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3 and x3_1 == other.x3_1 and x3_2 == other.x3_2 and x3_3 == other.x3_3 and x4_1 == other.x4_1 and x4_2 == other.x4_2 and x4_3 == other.x4_3;
}
template<Number T>
template<Mat4x3 M>
constexpr bool mat4x3<T>::operator<(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3 and x3_1 < other.x3_1 and x3_2 < other.x3_2 and x3_3 < other.x3_3 and x4_1 < other.x4_1 and x4_2 < other.x4_2 and x4_3 < other.x4_3;
}
template<Number T>
template<Mat4x3 M>
constexpr bool mat4x3<T>::operator>(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3 and x3_1 > other.x3_1 and x3_2 > other.x3_2 and x3_3 > other.x3_3 and x4_1 > other.x4_1 and x4_2 > other.x4_2 and x4_3 > other.x4_3;
}
template<Number T>
template<Mat4x3 M>
constexpr bool mat4x3<T>::operator!=(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3 and x3_1 == other.x3_1 and x3_2 == other.x3_2 and x3_3 == other.x3_3 and x4_1 == other.x4_1 and x4_2 == other.x4_2 and x4_3 == other.x4_3;
}
template<Number T>
template<Mat4x3 M>
constexpr bool mat4x3<T>::operator<=(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3 and x3_1 > other.x3_1 and x3_2 > other.x3_2 and x3_3 > other.x3_3 and x4_1 > other.x4_1 and x4_2 > other.x4_2 and x4_3 > other.x4_3;
}
template<Number T>
template<Mat4x3 M>
constexpr bool mat4x3<T>::operator>=(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3 and x3_1 < other.x3_1 and x3_2 < other.x3_2 and x3_3 < other.x3_3 and x4_1 < other.x4_1 and x4_2 < other.x4_2 and x4_3 < other.x4_3;
}
template<Number T>
template<Number N>
constexpr bool mat4x3<T>::operator==(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x2_1 == other and x2_2 == other and x2_3 == other and x3_1 == other and x3_2 == other and x3_3 == other and x4_1 == other and x4_2 == other and x4_3 == other;
}
template<Number T>
template<Number N>
constexpr bool mat4x3<T>::operator<(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x2_1 < other and x2_2 < other and x2_3 < other and x3_1 < other and x3_2 < other and x3_3 < other and x4_1 < other and x4_2 < other and x4_3 < other;
}
template<Number T>
template<Number N>
constexpr bool mat4x3<T>::operator>(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x2_1 > other and x2_2 > other and x2_3 > other and x3_1 > other and x3_2 > other and x3_3 > other and x4_1 > other and x4_2 > other and x4_3 > other;
}
template<Number T>
template<Number N>
constexpr bool mat4x3<T>::operator!=(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x2_1 == other and x2_2 == other and x2_3 == other and x3_1 == other and x3_2 == other and x3_3 == other and x4_1 == other and x4_2 == other and x4_3 == other;
}
template<Number T>
template<Number N>
constexpr bool mat4x3<T>::operator<=(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x2_1 > other and x2_2 > other and x2_3 > other and x3_1 > other and x3_2 > other and x3_3 > other and x4_1 > other and x4_2 > other and x4_3 > other;
}
template<Number T>
template<Number N>
constexpr bool mat4x3<T>::operator>=(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x2_1 < other and x2_2 < other and x2_3 < other and x3_1 < other and x3_2 < other and x3_3 < other and x4_1 < other and x4_2 < other and x4_3 < other;
}
template<Number T>
constexpr inline float mat4x3<T>::abs() const {
return std::sqrt(static_cast<float>(x1_1 * x1_1) + static_cast<float>(x1_2 * x1_2) + static_cast<float>(x1_3 * x1_3) + static_cast<float>(x2_1 * x2_1) + static_cast<float>(x2_2 * x2_2) + static_cast<float>(x2_3 * x2_3) + static_cast<float>(x3_1 * x3_1) + static_cast<float>(x3_2 * x3_2) + static_cast<float>(x3_3 * x3_3) + static_cast<float>(x4_1 * x4_1) + static_cast<float>(x4_2 * x4_2) + static_cast<float>(x4_3 * x4_3));
}
template<Number T>
constexpr inline T mat4x3<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T mat4x3<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T mat4x3<T>::dot(const mat4x3<N>& other) const {
return x1_1 * static_cast<T>(other.x1_1) + x1_2 * static_cast<T>(other.x1_2) + x1_3 * static_cast<T>(other.x1_3) + x2_1 * static_cast<T>(other.x2_1) + x2_2 * static_cast<T>(other.x2_2) + x2_3 * static_cast<T>(other.x2_3) + x3_1 * static_cast<T>(other.x3_1) + x3_2 * static_cast<T>(other.x3_2) + x3_3 * static_cast<T>(other.x3_3) + x4_1 * static_cast<T>(other.x4_1) + x4_2 * static_cast<T>(other.x4_2) + x4_3 * static_cast<T>(other.x4_3);
}
template<Number T>
constexpr T mat4x3<T>::operator[](std::size_t i) const {
return *(&x1_1 + sizeof(T) * i);
}
template<Number T>
constexpr T mat4x3<T>::at(std::size_t row, std::size_t col) const {
return *(&x1_1 + (row * 4 + col * 3) * sizeof(T));
}
template<Number T>
constexpr rvec3<T> mat4x3<T>::row(std::size_t i) const {
return rvec3<T>(*(&x1_1 + (4 * 0 + i) * sizeof(T)), *(&x1_1 + (4 * 1 + i) * sizeof(T)), *(&x1_1 + (4 * 2 + i) * sizeof(T)));
}
template<Number T>
constexpr vec4<T> mat4x3<T>::column(std::size_t i) const {
return vec4<T>(*(&x1_1 + (3 * 0 + i) * sizeof(T)), *(&x1_1 + (3 * 1 + i) * sizeof(T)), *(&x1_1 + (3 * 2 + i) * sizeof(T)), *(&x1_1 + (3 * 3 + i) * sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat4x3<T>::cbegin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat4x3<T>::cend() const {
return Iterator(const_cast<T*>(&x4_3 + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat4x3<T>::begin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat4x3<T>::end() const {
return Iterator(const_cast<T*>(&x4_3 + sizeof(T)));
}
} // namespace gz
#include "mat4x3.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat3x2;
template<Number T>
class mat3x3;
template<Number T>
class mat3x4;
template<Number T>
class mat4x2;
template<Number T>
class mat4x4;
template<Number T>
class rvec3;
template<Number T>
class vec3;
template<Number T>
class vec4;
/**
* @brief Class containing 12 numbers
*/
template<Number T>
class mat4x3 {
public:
// Constructors
/// Default constructor
constexpr mat4x3()
: x1_1(0), x1_2(0), x1_3(0), x2_1(0), x2_2(0), x2_3(0), x3_1(0), x3_2(0), x3_3(0), x4_1(0), x4_2(0), x4_3(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr mat4x3(const N n)
: x1_1(static_cast<T>(n)), x1_2(static_cast<T>(n)), x1_3(static_cast<T>(n)), x2_1(static_cast<T>(n)), x2_2(static_cast<T>(n)), x2_3(static_cast<T>(n)), x3_1(static_cast<T>(n)), x3_2(static_cast<T>(n)), x3_3(static_cast<T>(n)), x4_1(static_cast<T>(n)), x4_2(static_cast<T>(n)), x4_3(static_cast<T>(n)) {}
/// Create from scalars
template<Number N0_0, Number N0_1, Number N0_2, Number N1_0, Number N1_1, Number N1_2, Number N2_0, Number N2_1, Number N2_2, Number N3_0, Number N3_1, Number N3_2>
constexpr mat4x3(const N0_0 x1_1, const N0_1 x1_2, const N0_2 x1_3, const N1_0 x2_1, const N1_1 x2_2, const N1_2 x2_3, const N2_0 x3_1, const N2_1 x3_2, const N2_2 x3_3, const N3_0 x4_1, const N3_1 x4_2, const N3_2 x4_3)
: x1_1(static_cast<T>(x1_1)), x1_2(static_cast<T>(x1_2)), x1_3(static_cast<T>(x1_3)), x2_1(static_cast<T>(x2_1)), x2_2(static_cast<T>(x2_2)), x2_3(static_cast<T>(x2_3)), x3_1(static_cast<T>(x3_1)), x3_2(static_cast<T>(x3_2)), x3_3(static_cast<T>(x3_3)), x4_1(static_cast<T>(x4_1)), x4_2(static_cast<T>(x4_2)), x4_3(static_cast<T>(x4_3)) {}
/// Create from row vectors
template<RowVector3 V0, RowVector3 V1, RowVector3 V2, RowVector3 V3>
constexpr mat4x3(const V0& v0, const V1& v1, const V2& v2, const V3& v3)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v0.y)), x1_3(static_cast<T>(v0.z)), x2_1(static_cast<T>(v1.x)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v1.z)), x3_1(static_cast<T>(v2.x)), x3_2(static_cast<T>(v2.y)), x3_3(static_cast<T>(v2.z)), x4_1(static_cast<T>(v3.x)), x4_2(static_cast<T>(v3.y)), x4_3(static_cast<T>(v3.z)) {}
/// Create from column vectors
template<ColumnVector4 V0, ColumnVector4 V1, ColumnVector4 V2>
constexpr mat4x3(const V0& v0, const V1& v1, const V2& v2)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v1.x)), x1_3(static_cast<T>(v2.x)), x2_1(static_cast<T>(v0.y)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v2.y)), x3_1(static_cast<T>(v0.z)), x3_2(static_cast<T>(v1.z)), x3_3(static_cast<T>(v2.z)), x4_1(static_cast<T>(v0.w)), x4_2(static_cast<T>(v1.w)), x4_3(static_cast<T>(v2.w)) {}
// Values
T x1_1;
T x1_2;
T x1_3;
T x2_1;
T x2_2;
T x2_3;
T x3_1;
T x3_2;
T x3_3;
T x4_1;
T x4_2;
T x4_3;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const mat4x3<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<Mat4x3 M>
constexpr mat4x3<T> operator+(const M& other) const;
/// Component-wise -
template<Mat4x3 M>
constexpr mat4x3<T> operator-(const M& other) const;
/// Component-wise %
template<Mat4x3 M>
constexpr mat4x3<T> operator%(const M& other) const;
/// Component-wise *
template<Mat4x3 M>
constexpr mat4x3<T> compWiseMult(const M& other) const;
/// Component-wise /
template<Mat4x3 M>
constexpr mat4x3<T> compWiseDiv(const M& other) const;
/// Component-wise assignment +=
template<Mat4x3 M>
constexpr void operator+=(const M& other);
/// Component-wise assignment -=
template<Mat4x3 M>
constexpr void operator-=(const M& other);
/// Component-wise assignment %=
template<Mat4x3 M>
constexpr void operator%=(const M& other);
/// Component-wise assignment *=
template<Mat4x3 M>
constexpr void compWiseAssMult(const M& other);
/// Component-wise assignment /=
template<Mat4x3 M>
constexpr void compWiseAssDiv(const M& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr mat4x3<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr mat4x3<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr mat4x3<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr mat4x3<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr mat4x3<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with vec3 -> vec4
template<ColumnVector3 C>
constexpr vec4<T> operator*(const C& other) const;
/// Matrix multiplication with mat3x2 -> mat4x2
template<Mat3x2 M>
constexpr mat4x2<T> operator*(const M& other) const;
/// Matrix multiplication with mat3x3 -> mat4x3
template<Mat3x3 M>
constexpr mat4x3<T> operator*(const M& other) const;
/// Matrix multiplication with mat3x4 -> mat4x4
template<Mat3x4 M>
constexpr mat4x4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<Mat4x3 M>
constexpr bool operator==(const M& other) const;
/// Component-wise comparison < (and)
template<Mat4x3 M>
constexpr bool operator<(const M& other) const;
/// Component-wise comparison > (and)
template<Mat4x3 M>
constexpr bool operator>(const M& other) const;
/// Component-wise comparison != (and)
template<Mat4x3 M>
constexpr bool operator!=(const M& other) const;
/// Component-wise comparison <= (and)
template<Mat4x3 M>
constexpr bool operator<=(const M& other) const;
/// Component-wise comparison >= (and)
template<Mat4x3 M>
constexpr bool operator>=(const M& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const mat4x3<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Get the element at row and col. row and col start at 0
constexpr T at(std::size_t row, std::size_t col) const;
/// Get the ith row as column vector. i starts at 0
constexpr rvec3<T> row(std::size_t i) const;
/// Get the ith column as row vector. i starts at 0
constexpr vec4<T> column(std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // mat4x3
using mat4x3f = mat4x3<float>;
using mat4x3d = mat4x3<double>;
using mat4x3i = mat4x3<int>;
using mat4x3u = mat4x3<unsigned int>;
static_assert(Mat4x3<mat4x3<int>>, "mat4x3<int> does not satisfy the concept Mat4x3");
} // namespace gz

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#include "mat4x4.hpp"
#include "mat4x2.hpp"
#include "mat4x3.hpp"
#include "rvec4.hpp"
#include "vec4.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS mat4x4
//
template<Number T>
template<Number N>
constexpr void mat4x4<T>::operator=(const mat4x4<N>& other) {
x1_1 = static_cast<T>(other.x1_1);
x1_2 = static_cast<T>(other.x1_2);
x1_3 = static_cast<T>(other.x1_3);
x1_4 = static_cast<T>(other.x1_4);
x2_1 = static_cast<T>(other.x2_1);
x2_2 = static_cast<T>(other.x2_2);
x2_3 = static_cast<T>(other.x2_3);
x2_4 = static_cast<T>(other.x2_4);
x3_1 = static_cast<T>(other.x3_1);
x3_2 = static_cast<T>(other.x3_2);
x3_3 = static_cast<T>(other.x3_3);
x3_4 = static_cast<T>(other.x3_4);
x4_1 = static_cast<T>(other.x4_1);
x4_2 = static_cast<T>(other.x4_2);
x4_3 = static_cast<T>(other.x4_3);
x4_4 = static_cast<T>(other.x4_4);
}
template<Number T>
template<Number N>
constexpr void mat4x4<T>::operator=(const N& other) {
x1_1 = static_cast<T>(other);
x1_2 = static_cast<T>(other);
x1_3 = static_cast<T>(other);
x1_4 = static_cast<T>(other);
x2_1 = static_cast<T>(other);
x2_2 = static_cast<T>(other);
x2_3 = static_cast<T>(other);
x2_4 = static_cast<T>(other);
x3_1 = static_cast<T>(other);
x3_2 = static_cast<T>(other);
x3_3 = static_cast<T>(other);
x3_4 = static_cast<T>(other);
x4_1 = static_cast<T>(other);
x4_2 = static_cast<T>(other);
x4_3 = static_cast<T>(other);
x4_4 = static_cast<T>(other);
}
template<Number T>
template<Mat4x4 M>
constexpr mat4x4<T> mat4x4<T>::operator+(const M& other) const {
return mat4x4<T>(x1_1 + static_cast<T>(other.x1_1), x1_2 + static_cast<T>(other.x1_2), x1_3 + static_cast<T>(other.x1_3), x1_4 + static_cast<T>(other.x1_4), x2_1 + static_cast<T>(other.x2_1), x2_2 + static_cast<T>(other.x2_2), x2_3 + static_cast<T>(other.x2_3), x2_4 + static_cast<T>(other.x2_4), x3_1 + static_cast<T>(other.x3_1), x3_2 + static_cast<T>(other.x3_2), x3_3 + static_cast<T>(other.x3_3), x3_4 + static_cast<T>(other.x3_4), x4_1 + static_cast<T>(other.x4_1), x4_2 + static_cast<T>(other.x4_2), x4_3 + static_cast<T>(other.x4_3), x4_4 + static_cast<T>(other.x4_4));
}
template<Number T>
template<Mat4x4 M>
constexpr mat4x4<T> mat4x4<T>::operator-(const M& other) const {
return mat4x4<T>(x1_1 - static_cast<T>(other.x1_1), x1_2 - static_cast<T>(other.x1_2), x1_3 - static_cast<T>(other.x1_3), x1_4 - static_cast<T>(other.x1_4), x2_1 - static_cast<T>(other.x2_1), x2_2 - static_cast<T>(other.x2_2), x2_3 - static_cast<T>(other.x2_3), x2_4 - static_cast<T>(other.x2_4), x3_1 - static_cast<T>(other.x3_1), x3_2 - static_cast<T>(other.x3_2), x3_3 - static_cast<T>(other.x3_3), x3_4 - static_cast<T>(other.x3_4), x4_1 - static_cast<T>(other.x4_1), x4_2 - static_cast<T>(other.x4_2), x4_3 - static_cast<T>(other.x4_3), x4_4 - static_cast<T>(other.x4_4));
}
template<Number T>
template<Mat4x4 M>
constexpr mat4x4<T> mat4x4<T>::operator%(const M& other) const {
return mat4x4<T>(x1_1 % static_cast<T>(other.x1_1), x1_2 % static_cast<T>(other.x1_2), x1_3 % static_cast<T>(other.x1_3), x1_4 % static_cast<T>(other.x1_4), x2_1 % static_cast<T>(other.x2_1), x2_2 % static_cast<T>(other.x2_2), x2_3 % static_cast<T>(other.x2_3), x2_4 % static_cast<T>(other.x2_4), x3_1 % static_cast<T>(other.x3_1), x3_2 % static_cast<T>(other.x3_2), x3_3 % static_cast<T>(other.x3_3), x3_4 % static_cast<T>(other.x3_4), x4_1 % static_cast<T>(other.x4_1), x4_2 % static_cast<T>(other.x4_2), x4_3 % static_cast<T>(other.x4_3), x4_4 % static_cast<T>(other.x4_4));
}
template<Number T>
template<Mat4x4 M>
constexpr mat4x4<T> mat4x4<T>::compWiseMult(const M& other) const {
return mat4x4<T>(x1_1 * static_cast<T>(other.x1_1), x1_2 * static_cast<T>(other.x1_2), x1_3 * static_cast<T>(other.x1_3), x1_4 * static_cast<T>(other.x1_4), x2_1 * static_cast<T>(other.x2_1), x2_2 * static_cast<T>(other.x2_2), x2_3 * static_cast<T>(other.x2_3), x2_4 * static_cast<T>(other.x2_4), x3_1 * static_cast<T>(other.x3_1), x3_2 * static_cast<T>(other.x3_2), x3_3 * static_cast<T>(other.x3_3), x3_4 * static_cast<T>(other.x3_4), x4_1 * static_cast<T>(other.x4_1), x4_2 * static_cast<T>(other.x4_2), x4_3 * static_cast<T>(other.x4_3), x4_4 * static_cast<T>(other.x4_4));
}
template<Number T>
template<Mat4x4 M>
constexpr mat4x4<T> mat4x4<T>::compWiseDiv(const M& other) const {
return mat4x4<T>(x1_1 / static_cast<T>(other.x1_1), x1_2 / static_cast<T>(other.x1_2), x1_3 / static_cast<T>(other.x1_3), x1_4 / static_cast<T>(other.x1_4), x2_1 / static_cast<T>(other.x2_1), x2_2 / static_cast<T>(other.x2_2), x2_3 / static_cast<T>(other.x2_3), x2_4 / static_cast<T>(other.x2_4), x3_1 / static_cast<T>(other.x3_1), x3_2 / static_cast<T>(other.x3_2), x3_3 / static_cast<T>(other.x3_3), x3_4 / static_cast<T>(other.x3_4), x4_1 / static_cast<T>(other.x4_1), x4_2 / static_cast<T>(other.x4_2), x4_3 / static_cast<T>(other.x4_3), x4_4 / static_cast<T>(other.x4_4));
}
template<Number T>
template<Mat4x4 M>
constexpr void mat4x4<T>::operator+=(const M& other) {
x1_1 += static_cast<T>(other.x1_1);
x1_2 += static_cast<T>(other.x1_2);
x1_3 += static_cast<T>(other.x1_3);
x1_4 += static_cast<T>(other.x1_4);
x2_1 += static_cast<T>(other.x2_1);
x2_2 += static_cast<T>(other.x2_2);
x2_3 += static_cast<T>(other.x2_3);
x2_4 += static_cast<T>(other.x2_4);
x3_1 += static_cast<T>(other.x3_1);
x3_2 += static_cast<T>(other.x3_2);
x3_3 += static_cast<T>(other.x3_3);
x3_4 += static_cast<T>(other.x3_4);
x4_1 += static_cast<T>(other.x4_1);
x4_2 += static_cast<T>(other.x4_2);
x4_3 += static_cast<T>(other.x4_3);
x4_4 += static_cast<T>(other.x4_4);
}
template<Number T>
template<Mat4x4 M>
constexpr void mat4x4<T>::operator-=(const M& other) {
x1_1 -= static_cast<T>(other.x1_1);
x1_2 -= static_cast<T>(other.x1_2);
x1_3 -= static_cast<T>(other.x1_3);
x1_4 -= static_cast<T>(other.x1_4);
x2_1 -= static_cast<T>(other.x2_1);
x2_2 -= static_cast<T>(other.x2_2);
x2_3 -= static_cast<T>(other.x2_3);
x2_4 -= static_cast<T>(other.x2_4);
x3_1 -= static_cast<T>(other.x3_1);
x3_2 -= static_cast<T>(other.x3_2);
x3_3 -= static_cast<T>(other.x3_3);
x3_4 -= static_cast<T>(other.x3_4);
x4_1 -= static_cast<T>(other.x4_1);
x4_2 -= static_cast<T>(other.x4_2);
x4_3 -= static_cast<T>(other.x4_3);
x4_4 -= static_cast<T>(other.x4_4);
}
template<Number T>
template<Mat4x4 M>
constexpr void mat4x4<T>::operator%=(const M& other) {
x1_1 %= static_cast<T>(other.x1_1);
x1_2 %= static_cast<T>(other.x1_2);
x1_3 %= static_cast<T>(other.x1_3);
x1_4 %= static_cast<T>(other.x1_4);
x2_1 %= static_cast<T>(other.x2_1);
x2_2 %= static_cast<T>(other.x2_2);
x2_3 %= static_cast<T>(other.x2_3);
x2_4 %= static_cast<T>(other.x2_4);
x3_1 %= static_cast<T>(other.x3_1);
x3_2 %= static_cast<T>(other.x3_2);
x3_3 %= static_cast<T>(other.x3_3);
x3_4 %= static_cast<T>(other.x3_4);
x4_1 %= static_cast<T>(other.x4_1);
x4_2 %= static_cast<T>(other.x4_2);
x4_3 %= static_cast<T>(other.x4_3);
x4_4 %= static_cast<T>(other.x4_4);
}
template<Number T>
template<Mat4x4 M>
constexpr void mat4x4<T>::compWiseAssMult(const M& other) {
x1_1 *= static_cast<T>(other.x1_1);
x1_2 *= static_cast<T>(other.x1_2);
x1_3 *= static_cast<T>(other.x1_3);
x1_4 *= static_cast<T>(other.x1_4);
x2_1 *= static_cast<T>(other.x2_1);
x2_2 *= static_cast<T>(other.x2_2);
x2_3 *= static_cast<T>(other.x2_3);
x2_4 *= static_cast<T>(other.x2_4);
x3_1 *= static_cast<T>(other.x3_1);
x3_2 *= static_cast<T>(other.x3_2);
x3_3 *= static_cast<T>(other.x3_3);
x3_4 *= static_cast<T>(other.x3_4);
x4_1 *= static_cast<T>(other.x4_1);
x4_2 *= static_cast<T>(other.x4_2);
x4_3 *= static_cast<T>(other.x4_3);
x4_4 *= static_cast<T>(other.x4_4);
}
template<Number T>
template<Mat4x4 M>
constexpr void mat4x4<T>::compWiseAssDiv(const M& other) {
x1_1 /= static_cast<T>(other.x1_1);
x1_2 /= static_cast<T>(other.x1_2);
x1_3 /= static_cast<T>(other.x1_3);
x1_4 /= static_cast<T>(other.x1_4);
x2_1 /= static_cast<T>(other.x2_1);
x2_2 /= static_cast<T>(other.x2_2);
x2_3 /= static_cast<T>(other.x2_3);
x2_4 /= static_cast<T>(other.x2_4);
x3_1 /= static_cast<T>(other.x3_1);
x3_2 /= static_cast<T>(other.x3_2);
x3_3 /= static_cast<T>(other.x3_3);
x3_4 /= static_cast<T>(other.x3_4);
x4_1 /= static_cast<T>(other.x4_1);
x4_2 /= static_cast<T>(other.x4_2);
x4_3 /= static_cast<T>(other.x4_3);
x4_4 /= static_cast<T>(other.x4_4);
}
template<Number T>
template<Number N>
constexpr mat4x4<T> mat4x4<T>::operator+(const N& other) const {
return mat4x4<T>(x1_1 + static_cast<T>(other), x1_2 + static_cast<T>(other), x1_3 + static_cast<T>(other), x1_4 + static_cast<T>(other), x2_1 + static_cast<T>(other), x2_2 + static_cast<T>(other), x2_3 + static_cast<T>(other), x2_4 + static_cast<T>(other), x3_1 + static_cast<T>(other), x3_2 + static_cast<T>(other), x3_3 + static_cast<T>(other), x3_4 + static_cast<T>(other), x4_1 + static_cast<T>(other), x4_2 + static_cast<T>(other), x4_3 + static_cast<T>(other), x4_4 + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x4<T> mat4x4<T>::operator-(const N& other) const {
return mat4x4<T>(x1_1 - static_cast<T>(other), x1_2 - static_cast<T>(other), x1_3 - static_cast<T>(other), x1_4 - static_cast<T>(other), x2_1 - static_cast<T>(other), x2_2 - static_cast<T>(other), x2_3 - static_cast<T>(other), x2_4 - static_cast<T>(other), x3_1 - static_cast<T>(other), x3_2 - static_cast<T>(other), x3_3 - static_cast<T>(other), x3_4 - static_cast<T>(other), x4_1 - static_cast<T>(other), x4_2 - static_cast<T>(other), x4_3 - static_cast<T>(other), x4_4 - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x4<T> mat4x4<T>::operator%(const N& other) const {
return mat4x4<T>(x1_1 % static_cast<T>(other), x1_2 % static_cast<T>(other), x1_3 % static_cast<T>(other), x1_4 % static_cast<T>(other), x2_1 % static_cast<T>(other), x2_2 % static_cast<T>(other), x2_3 % static_cast<T>(other), x2_4 % static_cast<T>(other), x3_1 % static_cast<T>(other), x3_2 % static_cast<T>(other), x3_3 % static_cast<T>(other), x3_4 % static_cast<T>(other), x4_1 % static_cast<T>(other), x4_2 % static_cast<T>(other), x4_3 % static_cast<T>(other), x4_4 % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x4<T> mat4x4<T>::compWiseMult(const N& other) const {
return mat4x4<T>(x1_1 * static_cast<T>(other), x1_2 * static_cast<T>(other), x1_3 * static_cast<T>(other), x1_4 * static_cast<T>(other), x2_1 * static_cast<T>(other), x2_2 * static_cast<T>(other), x2_3 * static_cast<T>(other), x2_4 * static_cast<T>(other), x3_1 * static_cast<T>(other), x3_2 * static_cast<T>(other), x3_3 * static_cast<T>(other), x3_4 * static_cast<T>(other), x4_1 * static_cast<T>(other), x4_2 * static_cast<T>(other), x4_3 * static_cast<T>(other), x4_4 * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr mat4x4<T> mat4x4<T>::compWiseDiv(const N& other) const {
return mat4x4<T>(x1_1 / static_cast<T>(other), x1_2 / static_cast<T>(other), x1_3 / static_cast<T>(other), x1_4 / static_cast<T>(other), x2_1 / static_cast<T>(other), x2_2 / static_cast<T>(other), x2_3 / static_cast<T>(other), x2_4 / static_cast<T>(other), x3_1 / static_cast<T>(other), x3_2 / static_cast<T>(other), x3_3 / static_cast<T>(other), x3_4 / static_cast<T>(other), x4_1 / static_cast<T>(other), x4_2 / static_cast<T>(other), x4_3 / static_cast<T>(other), x4_4 / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void mat4x4<T>::operator+=(const N& other) {
x1_1 += static_cast<T>(other);
x1_2 += static_cast<T>(other);
x1_3 += static_cast<T>(other);
x1_4 += static_cast<T>(other);
x2_1 += static_cast<T>(other);
x2_2 += static_cast<T>(other);
x2_3 += static_cast<T>(other);
x2_4 += static_cast<T>(other);
x3_1 += static_cast<T>(other);
x3_2 += static_cast<T>(other);
x3_3 += static_cast<T>(other);
x3_4 += static_cast<T>(other);
x4_1 += static_cast<T>(other);
x4_2 += static_cast<T>(other);
x4_3 += static_cast<T>(other);
x4_4 += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x4<T>::operator-=(const N& other) {
x1_1 -= static_cast<T>(other);
x1_2 -= static_cast<T>(other);
x1_3 -= static_cast<T>(other);
x1_4 -= static_cast<T>(other);
x2_1 -= static_cast<T>(other);
x2_2 -= static_cast<T>(other);
x2_3 -= static_cast<T>(other);
x2_4 -= static_cast<T>(other);
x3_1 -= static_cast<T>(other);
x3_2 -= static_cast<T>(other);
x3_3 -= static_cast<T>(other);
x3_4 -= static_cast<T>(other);
x4_1 -= static_cast<T>(other);
x4_2 -= static_cast<T>(other);
x4_3 -= static_cast<T>(other);
x4_4 -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x4<T>::operator%=(const N& other) {
x1_1 %= static_cast<T>(other);
x1_2 %= static_cast<T>(other);
x1_3 %= static_cast<T>(other);
x1_4 %= static_cast<T>(other);
x2_1 %= static_cast<T>(other);
x2_2 %= static_cast<T>(other);
x2_3 %= static_cast<T>(other);
x2_4 %= static_cast<T>(other);
x3_1 %= static_cast<T>(other);
x3_2 %= static_cast<T>(other);
x3_3 %= static_cast<T>(other);
x3_4 %= static_cast<T>(other);
x4_1 %= static_cast<T>(other);
x4_2 %= static_cast<T>(other);
x4_3 %= static_cast<T>(other);
x4_4 %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x4<T>::compWiseAssMult(const N& other) {
x1_1 *= static_cast<T>(other);
x1_2 *= static_cast<T>(other);
x1_3 *= static_cast<T>(other);
x1_4 *= static_cast<T>(other);
x2_1 *= static_cast<T>(other);
x2_2 *= static_cast<T>(other);
x2_3 *= static_cast<T>(other);
x2_4 *= static_cast<T>(other);
x3_1 *= static_cast<T>(other);
x3_2 *= static_cast<T>(other);
x3_3 *= static_cast<T>(other);
x3_4 *= static_cast<T>(other);
x4_1 *= static_cast<T>(other);
x4_2 *= static_cast<T>(other);
x4_3 *= static_cast<T>(other);
x4_4 *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void mat4x4<T>::compWiseAssDiv(const N& other) {
x1_1 /= static_cast<T>(other);
x1_2 /= static_cast<T>(other);
x1_3 /= static_cast<T>(other);
x1_4 /= static_cast<T>(other);
x2_1 /= static_cast<T>(other);
x2_2 /= static_cast<T>(other);
x2_3 /= static_cast<T>(other);
x2_4 /= static_cast<T>(other);
x3_1 /= static_cast<T>(other);
x3_2 /= static_cast<T>(other);
x3_3 /= static_cast<T>(other);
x3_4 /= static_cast<T>(other);
x4_1 /= static_cast<T>(other);
x4_2 /= static_cast<T>(other);
x4_3 /= static_cast<T>(other);
x4_4 /= static_cast<T>(other);
}
template<Number T>
template<ColumnVector4 C>
constexpr vec4<T> mat4x4<T>::operator*(const C& other) const {
vec4<T> new_;
new_.x = x1_1 * other.x + x1_2 * other.y + x1_3 * other.z + x1_4 * other.w;
new_.y = x2_1 * other.x + x2_2 * other.y + x2_3 * other.z + x2_4 * other.w;
new_.z = x3_1 * other.x + x3_2 * other.y + x3_3 * other.z + x3_4 * other.w;
new_.w = x4_1 * other.x + x4_2 * other.y + x4_3 * other.z + x4_4 * other.w;
return new_;
}
template<Number T>
template<Mat4x2 M>
constexpr mat4x2<T> mat4x4<T>::operator*(const M& other) const {
mat4x2<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1 + x1_4 * other.x4_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2 + x1_4 * other.x4_2;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1 + x2_4 * other.x4_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2 + x2_4 * other.x4_2;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1 + x3_4 * other.x4_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2 + x3_4 * other.x4_2;
new_.x4_1 = x4_1 * other.x1_1 + x4_2 * other.x2_1 + x4_3 * other.x3_1 + x4_4 * other.x4_1;
new_.x4_2 = x4_1 * other.x1_2 + x4_2 * other.x2_2 + x4_3 * other.x3_2 + x4_4 * other.x4_2;
return new_;
}
template<Number T>
template<Mat4x3 M>
constexpr mat4x3<T> mat4x4<T>::operator*(const M& other) const {
mat4x3<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1 + x1_4 * other.x4_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2 + x1_4 * other.x4_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3 + x1_4 * other.x4_3;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1 + x2_4 * other.x4_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2 + x2_4 * other.x4_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3 + x2_4 * other.x4_3;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1 + x3_4 * other.x4_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2 + x3_4 * other.x4_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3 + x3_3 * other.x3_3 + x3_4 * other.x4_3;
new_.x4_1 = x4_1 * other.x1_1 + x4_2 * other.x2_1 + x4_3 * other.x3_1 + x4_4 * other.x4_1;
new_.x4_2 = x4_1 * other.x1_2 + x4_2 * other.x2_2 + x4_3 * other.x3_2 + x4_4 * other.x4_2;
new_.x4_3 = x4_1 * other.x1_3 + x4_2 * other.x2_3 + x4_3 * other.x3_3 + x4_4 * other.x4_3;
return new_;
}
template<Number T>
template<Mat4x4 M>
constexpr mat4x4<T> mat4x4<T>::operator*(const M& other) const {
mat4x4<T> new_;
new_.x1_1 = x1_1 * other.x1_1 + x1_2 * other.x2_1 + x1_3 * other.x3_1 + x1_4 * other.x4_1;
new_.x1_2 = x1_1 * other.x1_2 + x1_2 * other.x2_2 + x1_3 * other.x3_2 + x1_4 * other.x4_2;
new_.x1_3 = x1_1 * other.x1_3 + x1_2 * other.x2_3 + x1_3 * other.x3_3 + x1_4 * other.x4_3;
new_.x1_4 = x1_1 * other.x1_4 + x1_2 * other.x2_4 + x1_3 * other.x3_4 + x1_4 * other.x4_4;
new_.x2_1 = x2_1 * other.x1_1 + x2_2 * other.x2_1 + x2_3 * other.x3_1 + x2_4 * other.x4_1;
new_.x2_2 = x2_1 * other.x1_2 + x2_2 * other.x2_2 + x2_3 * other.x3_2 + x2_4 * other.x4_2;
new_.x2_3 = x2_1 * other.x1_3 + x2_2 * other.x2_3 + x2_3 * other.x3_3 + x2_4 * other.x4_3;
new_.x2_4 = x2_1 * other.x1_4 + x2_2 * other.x2_4 + x2_3 * other.x3_4 + x2_4 * other.x4_4;
new_.x3_1 = x3_1 * other.x1_1 + x3_2 * other.x2_1 + x3_3 * other.x3_1 + x3_4 * other.x4_1;
new_.x3_2 = x3_1 * other.x1_2 + x3_2 * other.x2_2 + x3_3 * other.x3_2 + x3_4 * other.x4_2;
new_.x3_3 = x3_1 * other.x1_3 + x3_2 * other.x2_3 + x3_3 * other.x3_3 + x3_4 * other.x4_3;
new_.x3_4 = x3_1 * other.x1_4 + x3_2 * other.x2_4 + x3_3 * other.x3_4 + x3_4 * other.x4_4;
new_.x4_1 = x4_1 * other.x1_1 + x4_2 * other.x2_1 + x4_3 * other.x3_1 + x4_4 * other.x4_1;
new_.x4_2 = x4_1 * other.x1_2 + x4_2 * other.x2_2 + x4_3 * other.x3_2 + x4_4 * other.x4_2;
new_.x4_3 = x4_1 * other.x1_3 + x4_2 * other.x2_3 + x4_3 * other.x3_3 + x4_4 * other.x4_3;
new_.x4_4 = x4_1 * other.x1_4 + x4_2 * other.x2_4 + x4_3 * other.x3_4 + x4_4 * other.x4_4;
return new_;
}
template<Number T>
template<Mat4x4 M>
constexpr bool mat4x4<T>::operator==(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x1_4 == other.x1_4 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3 and x2_4 == other.x2_4 and x3_1 == other.x3_1 and x3_2 == other.x3_2 and x3_3 == other.x3_3 and x3_4 == other.x3_4 and x4_1 == other.x4_1 and x4_2 == other.x4_2 and x4_3 == other.x4_3 and x4_4 == other.x4_4;
}
template<Number T>
template<Mat4x4 M>
constexpr bool mat4x4<T>::operator<(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x1_4 < other.x1_4 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3 and x2_4 < other.x2_4 and x3_1 < other.x3_1 and x3_2 < other.x3_2 and x3_3 < other.x3_3 and x3_4 < other.x3_4 and x4_1 < other.x4_1 and x4_2 < other.x4_2 and x4_3 < other.x4_3 and x4_4 < other.x4_4;
}
template<Number T>
template<Mat4x4 M>
constexpr bool mat4x4<T>::operator>(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x1_4 > other.x1_4 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3 and x2_4 > other.x2_4 and x3_1 > other.x3_1 and x3_2 > other.x3_2 and x3_3 > other.x3_3 and x3_4 > other.x3_4 and x4_1 > other.x4_1 and x4_2 > other.x4_2 and x4_3 > other.x4_3 and x4_4 > other.x4_4;
}
template<Number T>
template<Mat4x4 M>
constexpr bool mat4x4<T>::operator!=(const M& other) const {
return x1_1 == other.x1_1 and x1_2 == other.x1_2 and x1_3 == other.x1_3 and x1_4 == other.x1_4 and x2_1 == other.x2_1 and x2_2 == other.x2_2 and x2_3 == other.x2_3 and x2_4 == other.x2_4 and x3_1 == other.x3_1 and x3_2 == other.x3_2 and x3_3 == other.x3_3 and x3_4 == other.x3_4 and x4_1 == other.x4_1 and x4_2 == other.x4_2 and x4_3 == other.x4_3 and x4_4 == other.x4_4;
}
template<Number T>
template<Mat4x4 M>
constexpr bool mat4x4<T>::operator<=(const M& other) const {
return x1_1 > other.x1_1 and x1_2 > other.x1_2 and x1_3 > other.x1_3 and x1_4 > other.x1_4 and x2_1 > other.x2_1 and x2_2 > other.x2_2 and x2_3 > other.x2_3 and x2_4 > other.x2_4 and x3_1 > other.x3_1 and x3_2 > other.x3_2 and x3_3 > other.x3_3 and x3_4 > other.x3_4 and x4_1 > other.x4_1 and x4_2 > other.x4_2 and x4_3 > other.x4_3 and x4_4 > other.x4_4;
}
template<Number T>
template<Mat4x4 M>
constexpr bool mat4x4<T>::operator>=(const M& other) const {
return x1_1 < other.x1_1 and x1_2 < other.x1_2 and x1_3 < other.x1_3 and x1_4 < other.x1_4 and x2_1 < other.x2_1 and x2_2 < other.x2_2 and x2_3 < other.x2_3 and x2_4 < other.x2_4 and x3_1 < other.x3_1 and x3_2 < other.x3_2 and x3_3 < other.x3_3 and x3_4 < other.x3_4 and x4_1 < other.x4_1 and x4_2 < other.x4_2 and x4_3 < other.x4_3 and x4_4 < other.x4_4;
}
template<Number T>
template<Number N>
constexpr bool mat4x4<T>::operator==(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x1_4 == other and x2_1 == other and x2_2 == other and x2_3 == other and x2_4 == other and x3_1 == other and x3_2 == other and x3_3 == other and x3_4 == other and x4_1 == other and x4_2 == other and x4_3 == other and x4_4 == other;
}
template<Number T>
template<Number N>
constexpr bool mat4x4<T>::operator<(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x1_4 < other and x2_1 < other and x2_2 < other and x2_3 < other and x2_4 < other and x3_1 < other and x3_2 < other and x3_3 < other and x3_4 < other and x4_1 < other and x4_2 < other and x4_3 < other and x4_4 < other;
}
template<Number T>
template<Number N>
constexpr bool mat4x4<T>::operator>(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x1_4 > other and x2_1 > other and x2_2 > other and x2_3 > other and x2_4 > other and x3_1 > other and x3_2 > other and x3_3 > other and x3_4 > other and x4_1 > other and x4_2 > other and x4_3 > other and x4_4 > other;
}
template<Number T>
template<Number N>
constexpr bool mat4x4<T>::operator!=(const N& other) const {
return x1_1 == other and x1_2 == other and x1_3 == other and x1_4 == other and x2_1 == other and x2_2 == other and x2_3 == other and x2_4 == other and x3_1 == other and x3_2 == other and x3_3 == other and x3_4 == other and x4_1 == other and x4_2 == other and x4_3 == other and x4_4 == other;
}
template<Number T>
template<Number N>
constexpr bool mat4x4<T>::operator<=(const N& other) const {
return x1_1 > other and x1_2 > other and x1_3 > other and x1_4 > other and x2_1 > other and x2_2 > other and x2_3 > other and x2_4 > other and x3_1 > other and x3_2 > other and x3_3 > other and x3_4 > other and x4_1 > other and x4_2 > other and x4_3 > other and x4_4 > other;
}
template<Number T>
template<Number N>
constexpr bool mat4x4<T>::operator>=(const N& other) const {
return x1_1 < other and x1_2 < other and x1_3 < other and x1_4 < other and x2_1 < other and x2_2 < other and x2_3 < other and x2_4 < other and x3_1 < other and x3_2 < other and x3_3 < other and x3_4 < other and x4_1 < other and x4_2 < other and x4_3 < other and x4_4 < other;
}
template<Number T>
constexpr inline float mat4x4<T>::abs() const {
return std::sqrt(static_cast<float>(x1_1 * x1_1) + static_cast<float>(x1_2 * x1_2) + static_cast<float>(x1_3 * x1_3) + static_cast<float>(x1_4 * x1_4) + static_cast<float>(x2_1 * x2_1) + static_cast<float>(x2_2 * x2_2) + static_cast<float>(x2_3 * x2_3) + static_cast<float>(x2_4 * x2_4) + static_cast<float>(x3_1 * x3_1) + static_cast<float>(x3_2 * x3_2) + static_cast<float>(x3_3 * x3_3) + static_cast<float>(x3_4 * x3_4) + static_cast<float>(x4_1 * x4_1) + static_cast<float>(x4_2 * x4_2) + static_cast<float>(x4_3 * x4_3) + static_cast<float>(x4_4 * x4_4));
}
template<Number T>
constexpr inline T mat4x4<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T mat4x4<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T mat4x4<T>::dot(const mat4x4<N>& other) const {
return x1_1 * static_cast<T>(other.x1_1) + x1_2 * static_cast<T>(other.x1_2) + x1_3 * static_cast<T>(other.x1_3) + x1_4 * static_cast<T>(other.x1_4) + x2_1 * static_cast<T>(other.x2_1) + x2_2 * static_cast<T>(other.x2_2) + x2_3 * static_cast<T>(other.x2_3) + x2_4 * static_cast<T>(other.x2_4) + x3_1 * static_cast<T>(other.x3_1) + x3_2 * static_cast<T>(other.x3_2) + x3_3 * static_cast<T>(other.x3_3) + x3_4 * static_cast<T>(other.x3_4) + x4_1 * static_cast<T>(other.x4_1) + x4_2 * static_cast<T>(other.x4_2) + x4_3 * static_cast<T>(other.x4_3) + x4_4 * static_cast<T>(other.x4_4);
}
template<Number T>
constexpr T mat4x4<T>::operator[](std::size_t i) const {
return *(&x1_1 + sizeof(T) * i);
}
template<Number T>
constexpr T mat4x4<T>::at(std::size_t row, std::size_t col) const {
return *(&x1_1 + (row * 4 + col * 4) * sizeof(T));
}
template<Number T>
constexpr rvec4<T> mat4x4<T>::row(std::size_t i) const {
return rvec4<T>(*(&x1_1 + (4 * 0 + i) * sizeof(T)), *(&x1_1 + (4 * 1 + i) * sizeof(T)), *(&x1_1 + (4 * 2 + i) * sizeof(T)), *(&x1_1 + (4 * 3 + i) * sizeof(T)));
}
template<Number T>
constexpr vec4<T> mat4x4<T>::column(std::size_t i) const {
return vec4<T>(*(&x1_1 + (4 * 0 + i) * sizeof(T)), *(&x1_1 + (4 * 1 + i) * sizeof(T)), *(&x1_1 + (4 * 2 + i) * sizeof(T)), *(&x1_1 + (4 * 3 + i) * sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat4x4<T>::cbegin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat4x4<T>::cend() const {
return Iterator(const_cast<T*>(&x4_4 + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> mat4x4<T>::begin() const {
return Iterator(const_cast<T*>(&x1_1));
}
template<Number T>
constexpr Iterator<T> mat4x4<T>::end() const {
return Iterator(const_cast<T*>(&x4_4 + sizeof(T)));
}
} // namespace gz
#include "mat4x4.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat4x2;
template<Number T>
class mat4x3;
template<Number T>
class rvec4;
template<Number T>
class vec4;
/**
* @brief Class containing 16 numbers
*/
template<Number T>
class mat4x4 {
public:
// Constructors
/// Default constructor
constexpr mat4x4()
: x1_1(0), x1_2(0), x1_3(0), x1_4(0), x2_1(0), x2_2(0), x2_3(0), x2_4(0), x3_1(0), x3_2(0), x3_3(0), x3_4(0), x4_1(0), x4_2(0), x4_3(0), x4_4(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr mat4x4(const N n)
: x1_1(static_cast<T>(n)), x1_2(static_cast<T>(n)), x1_3(static_cast<T>(n)), x1_4(static_cast<T>(n)), x2_1(static_cast<T>(n)), x2_2(static_cast<T>(n)), x2_3(static_cast<T>(n)), x2_4(static_cast<T>(n)), x3_1(static_cast<T>(n)), x3_2(static_cast<T>(n)), x3_3(static_cast<T>(n)), x3_4(static_cast<T>(n)), x4_1(static_cast<T>(n)), x4_2(static_cast<T>(n)), x4_3(static_cast<T>(n)), x4_4(static_cast<T>(n)) {}
/// Create from scalars
template<Number N0_0, Number N0_1, Number N0_2, Number N0_3, Number N1_0, Number N1_1, Number N1_2, Number N1_3, Number N2_0, Number N2_1, Number N2_2, Number N2_3, Number N3_0, Number N3_1, Number N3_2, Number N3_3>
constexpr mat4x4(const N0_0 x1_1, const N0_1 x1_2, const N0_2 x1_3, const N0_3 x1_4, const N1_0 x2_1, const N1_1 x2_2, const N1_2 x2_3, const N1_3 x2_4, const N2_0 x3_1, const N2_1 x3_2, const N2_2 x3_3, const N2_3 x3_4, const N3_0 x4_1, const N3_1 x4_2, const N3_2 x4_3, const N3_3 x4_4)
: x1_1(static_cast<T>(x1_1)), x1_2(static_cast<T>(x1_2)), x1_3(static_cast<T>(x1_3)), x1_4(static_cast<T>(x1_4)), x2_1(static_cast<T>(x2_1)), x2_2(static_cast<T>(x2_2)), x2_3(static_cast<T>(x2_3)), x2_4(static_cast<T>(x2_4)), x3_1(static_cast<T>(x3_1)), x3_2(static_cast<T>(x3_2)), x3_3(static_cast<T>(x3_3)), x3_4(static_cast<T>(x3_4)), x4_1(static_cast<T>(x4_1)), x4_2(static_cast<T>(x4_2)), x4_3(static_cast<T>(x4_3)), x4_4(static_cast<T>(x4_4)) {}
/// Create from row vectors
template<RowVector4 V0, RowVector4 V1, RowVector4 V2, RowVector4 V3>
constexpr mat4x4(const V0& v0, const V1& v1, const V2& v2, const V3& v3)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v0.y)), x1_3(static_cast<T>(v0.z)), x1_4(static_cast<T>(v0.w)), x2_1(static_cast<T>(v1.x)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v1.z)), x2_4(static_cast<T>(v1.w)), x3_1(static_cast<T>(v2.x)), x3_2(static_cast<T>(v2.y)), x3_3(static_cast<T>(v2.z)), x3_4(static_cast<T>(v2.w)), x4_1(static_cast<T>(v3.x)), x4_2(static_cast<T>(v3.y)), x4_3(static_cast<T>(v3.z)), x4_4(static_cast<T>(v3.w)) {}
/// Create from column vectors
template<ColumnVector4 V0, ColumnVector4 V1, ColumnVector4 V2, ColumnVector4 V3>
constexpr mat4x4(const V0& v0, const V1& v1, const V2& v2, const V3& v3)
: x1_1(static_cast<T>(v0.x)), x1_2(static_cast<T>(v1.x)), x1_3(static_cast<T>(v2.x)), x1_4(static_cast<T>(v3.x)), x2_1(static_cast<T>(v0.y)), x2_2(static_cast<T>(v1.y)), x2_3(static_cast<T>(v2.y)), x2_4(static_cast<T>(v3.y)), x3_1(static_cast<T>(v0.z)), x3_2(static_cast<T>(v1.z)), x3_3(static_cast<T>(v2.z)), x3_4(static_cast<T>(v3.z)), x4_1(static_cast<T>(v0.w)), x4_2(static_cast<T>(v1.w)), x4_3(static_cast<T>(v2.w)), x4_4(static_cast<T>(v3.w)) {}
// Values
T x1_1;
T x1_2;
T x1_3;
T x1_4;
T x2_1;
T x2_2;
T x2_3;
T x2_4;
T x3_1;
T x3_2;
T x3_3;
T x3_4;
T x4_1;
T x4_2;
T x4_3;
T x4_4;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const mat4x4<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<Mat4x4 M>
constexpr mat4x4<T> operator+(const M& other) const;
/// Component-wise -
template<Mat4x4 M>
constexpr mat4x4<T> operator-(const M& other) const;
/// Component-wise %
template<Mat4x4 M>
constexpr mat4x4<T> operator%(const M& other) const;
/// Component-wise *
template<Mat4x4 M>
constexpr mat4x4<T> compWiseMult(const M& other) const;
/// Component-wise /
template<Mat4x4 M>
constexpr mat4x4<T> compWiseDiv(const M& other) const;
/// Component-wise assignment +=
template<Mat4x4 M>
constexpr void operator+=(const M& other);
/// Component-wise assignment -=
template<Mat4x4 M>
constexpr void operator-=(const M& other);
/// Component-wise assignment %=
template<Mat4x4 M>
constexpr void operator%=(const M& other);
/// Component-wise assignment *=
template<Mat4x4 M>
constexpr void compWiseAssMult(const M& other);
/// Component-wise assignment /=
template<Mat4x4 M>
constexpr void compWiseAssDiv(const M& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr mat4x4<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr mat4x4<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr mat4x4<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr mat4x4<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr mat4x4<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with vec4 -> vec4
template<ColumnVector4 C>
constexpr vec4<T> operator*(const C& other) const;
/// Matrix multiplication with mat4x2 -> mat4x2
template<Mat4x2 M>
constexpr mat4x2<T> operator*(const M& other) const;
/// Matrix multiplication with mat4x3 -> mat4x3
template<Mat4x3 M>
constexpr mat4x3<T> operator*(const M& other) const;
/// Matrix multiplication with mat4x4 -> mat4x4
template<Mat4x4 M>
constexpr mat4x4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<Mat4x4 M>
constexpr bool operator==(const M& other) const;
/// Component-wise comparison < (and)
template<Mat4x4 M>
constexpr bool operator<(const M& other) const;
/// Component-wise comparison > (and)
template<Mat4x4 M>
constexpr bool operator>(const M& other) const;
/// Component-wise comparison != (and)
template<Mat4x4 M>
constexpr bool operator!=(const M& other) const;
/// Component-wise comparison <= (and)
template<Mat4x4 M>
constexpr bool operator<=(const M& other) const;
/// Component-wise comparison >= (and)
template<Mat4x4 M>
constexpr bool operator>=(const M& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const mat4x4<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Get the element at row and col. row and col start at 0
constexpr T at(std::size_t row, std::size_t col) const;
/// Get the ith row as column vector. i starts at 0
constexpr rvec4<T> row(std::size_t i) const;
/// Get the ith column as row vector. i starts at 0
constexpr vec4<T> column(std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // mat4x4
using mat4x4f = mat4x4<float>;
using mat4x4d = mat4x4<double>;
using mat4x4i = mat4x4<int>;
using mat4x4u = mat4x4<unsigned int>;
static_assert(Mat4x4<mat4x4<int>>, "mat4x4<int> does not satisfy the concept Mat4x4");
} // namespace gz

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#include "rvec2.hpp"
#include "mat2x2.hpp"
#include "mat2x3.hpp"
#include "mat2x4.hpp"
#include "rvec3.hpp"
#include "rvec4.hpp"
#include "vec2.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS rvec2
//
template<Number T>
template<Number N>
constexpr void rvec2<T>::operator=(const rvec2<N>& other) {
x = static_cast<T>(other.x);
y = static_cast<T>(other.y);
}
template<Number T>
template<Number N>
constexpr void rvec2<T>::operator=(const N& other) {
x = static_cast<T>(other);
y = static_cast<T>(other);
}
template<Number T>
template<RowVector2 R>
constexpr rvec2<T> rvec2<T>::operator+(const R& other) const {
return rvec2<T>(x + static_cast<T>(other.x), y + static_cast<T>(other.y));
}
template<Number T>
template<RowVector2 R>
constexpr rvec2<T> rvec2<T>::operator-(const R& other) const {
return rvec2<T>(x - static_cast<T>(other.x), y - static_cast<T>(other.y));
}
template<Number T>
template<RowVector2 R>
constexpr rvec2<T> rvec2<T>::operator%(const R& other) const {
return rvec2<T>(x % static_cast<T>(other.x), y % static_cast<T>(other.y));
}
template<Number T>
template<RowVector2 R>
constexpr rvec2<T> rvec2<T>::compWiseMult(const R& other) const {
return rvec2<T>(x * static_cast<T>(other.x), y * static_cast<T>(other.y));
}
template<Number T>
template<RowVector2 R>
constexpr rvec2<T> rvec2<T>::compWiseDiv(const R& other) const {
return rvec2<T>(x / static_cast<T>(other.x), y / static_cast<T>(other.y));
}
template<Number T>
template<RowVector2 R>
constexpr void rvec2<T>::operator+=(const R& other) {
x += static_cast<T>(other.x);
y += static_cast<T>(other.y);
}
template<Number T>
template<RowVector2 R>
constexpr void rvec2<T>::operator-=(const R& other) {
x -= static_cast<T>(other.x);
y -= static_cast<T>(other.y);
}
template<Number T>
template<RowVector2 R>
constexpr void rvec2<T>::operator%=(const R& other) {
x %= static_cast<T>(other.x);
y %= static_cast<T>(other.y);
}
template<Number T>
template<RowVector2 R>
constexpr void rvec2<T>::compWiseAssMult(const R& other) {
x *= static_cast<T>(other.x);
y *= static_cast<T>(other.y);
}
template<Number T>
template<RowVector2 R>
constexpr void rvec2<T>::compWiseAssDiv(const R& other) {
x /= static_cast<T>(other.x);
y /= static_cast<T>(other.y);
}
template<Number T>
template<Number N>
constexpr rvec2<T> rvec2<T>::operator+(const N& other) const {
return rvec2<T>(x + static_cast<T>(other), y + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec2<T> rvec2<T>::operator-(const N& other) const {
return rvec2<T>(x - static_cast<T>(other), y - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec2<T> rvec2<T>::operator%(const N& other) const {
return rvec2<T>(x % static_cast<T>(other), y % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec2<T> rvec2<T>::compWiseMult(const N& other) const {
return rvec2<T>(x * static_cast<T>(other), y * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec2<T> rvec2<T>::compWiseDiv(const N& other) const {
return rvec2<T>(x / static_cast<T>(other), y / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void rvec2<T>::operator+=(const N& other) {
x += static_cast<T>(other);
y += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec2<T>::operator-=(const N& other) {
x -= static_cast<T>(other);
y -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec2<T>::operator%=(const N& other) {
x %= static_cast<T>(other);
y %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec2<T>::compWiseAssMult(const N& other) {
x *= static_cast<T>(other);
y *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec2<T>::compWiseAssDiv(const N& other) {
x /= static_cast<T>(other);
y /= static_cast<T>(other);
}
template<Number T>
template<Mat2x2 M>
constexpr rvec2<T> rvec2<T>::operator*(const M& other) const {
rvec2<T> new_;
new_.x = x * other.x1_1 + y * other.x2_1;
new_.y = x * other.x1_2 + y * other.x2_2;
return new_;
}
template<Number T>
template<Mat2x3 M>
constexpr rvec3<T> rvec2<T>::operator*(const M& other) const {
rvec3<T> new_;
new_.x = x * other.x1_1 + y * other.x2_1;
new_.y = x * other.x1_2 + y * other.x2_2;
new_.z = x * other.x1_3 + y * other.x2_3;
return new_;
}
template<Number T>
template<Mat2x4 M>
constexpr rvec4<T> rvec2<T>::operator*(const M& other) const {
rvec4<T> new_;
new_.x = x * other.x1_1 + y * other.x2_1;
new_.y = x * other.x1_2 + y * other.x2_2;
new_.z = x * other.x1_3 + y * other.x2_3;
new_.w = x * other.x1_4 + y * other.x2_4;
return new_;
}
template<Number T>
template<RowVector2 R>
constexpr bool rvec2<T>::operator==(const R& other) const {
return x == other.x and y == other.y;
}
template<Number T>
template<RowVector2 R>
constexpr bool rvec2<T>::operator<(const R& other) const {
return x < other.x and y < other.y;
}
template<Number T>
template<RowVector2 R>
constexpr bool rvec2<T>::operator>(const R& other) const {
return x > other.x and y > other.y;
}
template<Number T>
template<RowVector2 R>
constexpr bool rvec2<T>::operator!=(const R& other) const {
return x == other.x and y == other.y;
}
template<Number T>
template<RowVector2 R>
constexpr bool rvec2<T>::operator<=(const R& other) const {
return x > other.x and y > other.y;
}
template<Number T>
template<RowVector2 R>
constexpr bool rvec2<T>::operator>=(const R& other) const {
return x < other.x and y < other.y;
}
template<Number T>
template<Number N>
constexpr bool rvec2<T>::operator==(const N& other) const {
return x == other and y == other;
}
template<Number T>
template<Number N>
constexpr bool rvec2<T>::operator<(const N& other) const {
return x < other and y < other;
}
template<Number T>
template<Number N>
constexpr bool rvec2<T>::operator>(const N& other) const {
return x > other and y > other;
}
template<Number T>
template<Number N>
constexpr bool rvec2<T>::operator!=(const N& other) const {
return x == other and y == other;
}
template<Number T>
template<Number N>
constexpr bool rvec2<T>::operator<=(const N& other) const {
return x > other and y > other;
}
template<Number T>
template<Number N>
constexpr bool rvec2<T>::operator>=(const N& other) const {
return x < other and y < other;
}
template<Number T>
constexpr inline float rvec2<T>::abs() const {
return std::sqrt(static_cast<float>(x * x) + static_cast<float>(y * y));
}
template<Number T>
constexpr inline float rvec2<T>::ratio() const {
return static_cast<float>(x) / y;
}
template<Number T>
constexpr inline float rvec2<T>::invereseRatio() const {
return static_cast<float>(y) / x;
}
template<Number T>
constexpr inline T rvec2<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T rvec2<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T rvec2<T>::dot(const rvec2<N>& other) const {
return x * static_cast<T>(other.x) + y * static_cast<T>(other.y);
}
template<Number T>
constexpr T rvec2<T>::operator[](std::size_t i) const {
return *(&x + sizeof(T) * i);
}
template<Number T>
constexpr Iterator<T> rvec2<T>::cbegin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> rvec2<T>::cend() const {
return Iterator(const_cast<T*>(&y + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> rvec2<T>::begin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> rvec2<T>::end() const {
return Iterator(const_cast<T*>(&y + sizeof(T)));
}
} // namespace gz
#include "rvec2.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat2x2;
template<Number T>
class mat2x3;
template<Number T>
class mat2x4;
template<Number T>
class rvec3;
template<Number T>
class rvec4;
template<Number T>
class vec2;
/**
* @brief Class containing 2 numbers
*/
template<Number T>
class rvec2 {
public:
/// just to satisfy concept RowVector
using isRowVector = T;
// Constructors
/// Default constructor
constexpr rvec2()
: x(0), y(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr rvec2(const N n)
: x(static_cast<T>(n)), y(static_cast<T>(n)) {}
/// Create from n n
template<Number N1, Number N2>
constexpr rvec2(N1 n1, N2 n2)
: x(static_cast<T>(n1)), y(static_cast<T>(n2)) {}
/// Create from vec2
template<Vector2 V1>
constexpr rvec2(const V1& v1)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)) {}
// Values
T x;
T y;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const rvec2<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<RowVector2 R>
constexpr rvec2<T> operator+(const R& other) const;
/// Component-wise -
template<RowVector2 R>
constexpr rvec2<T> operator-(const R& other) const;
/// Component-wise %
template<RowVector2 R>
constexpr rvec2<T> operator%(const R& other) const;
/// Component-wise *
template<RowVector2 R>
constexpr rvec2<T> compWiseMult(const R& other) const;
/// Component-wise /
template<RowVector2 R>
constexpr rvec2<T> compWiseDiv(const R& other) const;
/// Component-wise assignment +=
template<RowVector2 R>
constexpr void operator+=(const R& other);
/// Component-wise assignment -=
template<RowVector2 R>
constexpr void operator-=(const R& other);
/// Component-wise assignment %=
template<RowVector2 R>
constexpr void operator%=(const R& other);
/// Component-wise assignment *=
template<RowVector2 R>
constexpr void compWiseAssMult(const R& other);
/// Component-wise assignment /=
template<RowVector2 R>
constexpr void compWiseAssDiv(const R& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr rvec2<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr rvec2<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr rvec2<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr rvec2<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr rvec2<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with mat2x2 -> rvec2
template<Mat2x2 M>
constexpr rvec2<T> operator*(const M& other) const;
/// Matrix multiplication with mat2x3 -> rvec3
template<Mat2x3 M>
constexpr rvec3<T> operator*(const M& other) const;
/// Matrix multiplication with mat2x4 -> rvec4
template<Mat2x4 M>
constexpr rvec4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<RowVector2 R>
constexpr bool operator==(const R& other) const;
/// Component-wise comparison < (and)
template<RowVector2 R>
constexpr bool operator<(const R& other) const;
/// Component-wise comparison > (and)
template<RowVector2 R>
constexpr bool operator>(const R& other) const;
/// Component-wise comparison != (and)
template<RowVector2 R>
constexpr bool operator!=(const R& other) const;
/// Component-wise comparison <= (and)
template<RowVector2 R>
constexpr bool operator<=(const R& other) const;
/// Component-wise comparison >= (and)
template<RowVector2 R>
constexpr bool operator>=(const R& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns x/y
constexpr inline float ratio() const;
/// Returns y/x
constexpr inline float invereseRatio() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const rvec2<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // rvec2
using rvec2f = rvec2<float>;
using rvec2d = rvec2<double>;
using rvec2i = rvec2<int>;
using rvec2u = rvec2<unsigned int>;
static_assert(RowVector2<rvec2<int>>, "rvec2<int> does not satisfy the concept RowVector2");
} // namespace gz

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#include "rvec3.hpp"
#include "mat3x2.hpp"
#include "mat3x3.hpp"
#include "mat3x4.hpp"
#include "rvec2.hpp"
#include "rvec4.hpp"
#include "vec3.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS rvec3
//
template<Number T>
template<Number N>
constexpr void rvec3<T>::operator=(const rvec3<N>& other) {
x = static_cast<T>(other.x);
y = static_cast<T>(other.y);
z = static_cast<T>(other.z);
}
template<Number T>
template<Number N>
constexpr void rvec3<T>::operator=(const N& other) {
x = static_cast<T>(other);
y = static_cast<T>(other);
z = static_cast<T>(other);
}
template<Number T>
template<RowVector3 R>
constexpr rvec3<T> rvec3<T>::operator+(const R& other) const {
return rvec3<T>(x + static_cast<T>(other.x), y + static_cast<T>(other.y), z + static_cast<T>(other.z));
}
template<Number T>
template<RowVector3 R>
constexpr rvec3<T> rvec3<T>::operator-(const R& other) const {
return rvec3<T>(x - static_cast<T>(other.x), y - static_cast<T>(other.y), z - static_cast<T>(other.z));
}
template<Number T>
template<RowVector3 R>
constexpr rvec3<T> rvec3<T>::operator%(const R& other) const {
return rvec3<T>(x % static_cast<T>(other.x), y % static_cast<T>(other.y), z % static_cast<T>(other.z));
}
template<Number T>
template<RowVector3 R>
constexpr rvec3<T> rvec3<T>::compWiseMult(const R& other) const {
return rvec3<T>(x * static_cast<T>(other.x), y * static_cast<T>(other.y), z * static_cast<T>(other.z));
}
template<Number T>
template<RowVector3 R>
constexpr rvec3<T> rvec3<T>::compWiseDiv(const R& other) const {
return rvec3<T>(x / static_cast<T>(other.x), y / static_cast<T>(other.y), z / static_cast<T>(other.z));
}
template<Number T>
template<RowVector3 R>
constexpr void rvec3<T>::operator+=(const R& other) {
x += static_cast<T>(other.x);
y += static_cast<T>(other.y);
z += static_cast<T>(other.z);
}
template<Number T>
template<RowVector3 R>
constexpr void rvec3<T>::operator-=(const R& other) {
x -= static_cast<T>(other.x);
y -= static_cast<T>(other.y);
z -= static_cast<T>(other.z);
}
template<Number T>
template<RowVector3 R>
constexpr void rvec3<T>::operator%=(const R& other) {
x %= static_cast<T>(other.x);
y %= static_cast<T>(other.y);
z %= static_cast<T>(other.z);
}
template<Number T>
template<RowVector3 R>
constexpr void rvec3<T>::compWiseAssMult(const R& other) {
x *= static_cast<T>(other.x);
y *= static_cast<T>(other.y);
z *= static_cast<T>(other.z);
}
template<Number T>
template<RowVector3 R>
constexpr void rvec3<T>::compWiseAssDiv(const R& other) {
x /= static_cast<T>(other.x);
y /= static_cast<T>(other.y);
z /= static_cast<T>(other.z);
}
template<Number T>
template<Number N>
constexpr rvec3<T> rvec3<T>::operator+(const N& other) const {
return rvec3<T>(x + static_cast<T>(other), y + static_cast<T>(other), z + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec3<T> rvec3<T>::operator-(const N& other) const {
return rvec3<T>(x - static_cast<T>(other), y - static_cast<T>(other), z - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec3<T> rvec3<T>::operator%(const N& other) const {
return rvec3<T>(x % static_cast<T>(other), y % static_cast<T>(other), z % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec3<T> rvec3<T>::compWiseMult(const N& other) const {
return rvec3<T>(x * static_cast<T>(other), y * static_cast<T>(other), z * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec3<T> rvec3<T>::compWiseDiv(const N& other) const {
return rvec3<T>(x / static_cast<T>(other), y / static_cast<T>(other), z / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void rvec3<T>::operator+=(const N& other) {
x += static_cast<T>(other);
y += static_cast<T>(other);
z += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec3<T>::operator-=(const N& other) {
x -= static_cast<T>(other);
y -= static_cast<T>(other);
z -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec3<T>::operator%=(const N& other) {
x %= static_cast<T>(other);
y %= static_cast<T>(other);
z %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec3<T>::compWiseAssMult(const N& other) {
x *= static_cast<T>(other);
y *= static_cast<T>(other);
z *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec3<T>::compWiseAssDiv(const N& other) {
x /= static_cast<T>(other);
y /= static_cast<T>(other);
z /= static_cast<T>(other);
}
template<Number T>
template<Mat3x2 M>
constexpr rvec2<T> rvec3<T>::operator*(const M& other) const {
rvec2<T> new_;
new_.x = x * other.x1_1 + y * other.x2_1 + z * other.x3_1;
new_.y = x * other.x1_2 + y * other.x2_2 + z * other.x3_2;
return new_;
}
template<Number T>
template<Mat3x3 M>
constexpr rvec3<T> rvec3<T>::operator*(const M& other) const {
rvec3<T> new_;
new_.x = x * other.x1_1 + y * other.x2_1 + z * other.x3_1;
new_.y = x * other.x1_2 + y * other.x2_2 + z * other.x3_2;
new_.z = x * other.x1_3 + y * other.x2_3 + z * other.x3_3;
return new_;
}
template<Number T>
template<Mat3x4 M>
constexpr rvec4<T> rvec3<T>::operator*(const M& other) const {
rvec4<T> new_;
new_.x = x * other.x1_1 + y * other.x2_1 + z * other.x3_1;
new_.y = x * other.x1_2 + y * other.x2_2 + z * other.x3_2;
new_.z = x * other.x1_3 + y * other.x2_3 + z * other.x3_3;
new_.w = x * other.x1_4 + y * other.x2_4 + z * other.x3_4;
return new_;
}
template<Number T>
template<RowVector3 R>
constexpr bool rvec3<T>::operator==(const R& other) const {
return x == other.x and y == other.y and z == other.z;
}
template<Number T>
template<RowVector3 R>
constexpr bool rvec3<T>::operator<(const R& other) const {
return x < other.x and y < other.y and z < other.z;
}
template<Number T>
template<RowVector3 R>
constexpr bool rvec3<T>::operator>(const R& other) const {
return x > other.x and y > other.y and z > other.z;
}
template<Number T>
template<RowVector3 R>
constexpr bool rvec3<T>::operator!=(const R& other) const {
return x == other.x and y == other.y and z == other.z;
}
template<Number T>
template<RowVector3 R>
constexpr bool rvec3<T>::operator<=(const R& other) const {
return x > other.x and y > other.y and z > other.z;
}
template<Number T>
template<RowVector3 R>
constexpr bool rvec3<T>::operator>=(const R& other) const {
return x < other.x and y < other.y and z < other.z;
}
template<Number T>
template<Number N>
constexpr bool rvec3<T>::operator==(const N& other) const {
return x == other and y == other and z == other;
}
template<Number T>
template<Number N>
constexpr bool rvec3<T>::operator<(const N& other) const {
return x < other and y < other and z < other;
}
template<Number T>
template<Number N>
constexpr bool rvec3<T>::operator>(const N& other) const {
return x > other and y > other and z > other;
}
template<Number T>
template<Number N>
constexpr bool rvec3<T>::operator!=(const N& other) const {
return x == other and y == other and z == other;
}
template<Number T>
template<Number N>
constexpr bool rvec3<T>::operator<=(const N& other) const {
return x > other and y > other and z > other;
}
template<Number T>
template<Number N>
constexpr bool rvec3<T>::operator>=(const N& other) const {
return x < other and y < other and z < other;
}
template<Number T>
constexpr inline float rvec3<T>::abs() const {
return std::sqrt(static_cast<float>(x * x) + static_cast<float>(y * y) + static_cast<float>(z * z));
}
template<Number T>
constexpr inline T rvec3<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T rvec3<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T rvec3<T>::dot(const rvec3<N>& other) const {
return x * static_cast<T>(other.x) + y * static_cast<T>(other.y) + z * static_cast<T>(other.z);
}
template<Number T>
constexpr T rvec3<T>::operator[](std::size_t i) const {
return *(&x + sizeof(T) * i);
}
template<Number T>
constexpr Iterator<T> rvec3<T>::cbegin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> rvec3<T>::cend() const {
return Iterator(const_cast<T*>(&z + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> rvec3<T>::begin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> rvec3<T>::end() const {
return Iterator(const_cast<T*>(&z + sizeof(T)));
}
} // namespace gz
#include "rvec3.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat3x2;
template<Number T>
class mat3x3;
template<Number T>
class mat3x4;
template<Number T>
class rvec2;
template<Number T>
class rvec4;
template<Number T>
class vec3;
/**
* @brief Class containing 3 numbers
*/
template<Number T>
class rvec3 {
public:
/// just to satisfy concept RowVector
using isRowVector = T;
// Constructors
/// Default constructor
constexpr rvec3()
: x(0), y(0), z(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr rvec3(const N n)
: x(static_cast<T>(n)), y(static_cast<T>(n)), z(static_cast<T>(n)) {}
/// Create from n n n
template<Number N1, Number N2, Number N3>
constexpr rvec3(N1 n1, N2 n2, N3 n3)
: x(static_cast<T>(n1)), y(static_cast<T>(n2)), z(static_cast<T>(n3)) {}
/// Create from n vec2
template<Number N1, Vector3 V1>
constexpr rvec3(N1 n1, const V1& v1)
: x(static_cast<T>(n1)), y(static_cast<T>(v1.x)), z(static_cast<T>(v1.y)) {}
/// Create from vec2 n
template<Vector3 V1, Number N1>
constexpr rvec3(const V1& v1, N1 n1)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(n1)) {}
/// Create from vec3
template<Vector3 V1>
constexpr rvec3(const V1& v1)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(v1.z)) {}
// Values
T x;
T y;
T z;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const rvec3<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<RowVector3 R>
constexpr rvec3<T> operator+(const R& other) const;
/// Component-wise -
template<RowVector3 R>
constexpr rvec3<T> operator-(const R& other) const;
/// Component-wise %
template<RowVector3 R>
constexpr rvec3<T> operator%(const R& other) const;
/// Component-wise *
template<RowVector3 R>
constexpr rvec3<T> compWiseMult(const R& other) const;
/// Component-wise /
template<RowVector3 R>
constexpr rvec3<T> compWiseDiv(const R& other) const;
/// Component-wise assignment +=
template<RowVector3 R>
constexpr void operator+=(const R& other);
/// Component-wise assignment -=
template<RowVector3 R>
constexpr void operator-=(const R& other);
/// Component-wise assignment %=
template<RowVector3 R>
constexpr void operator%=(const R& other);
/// Component-wise assignment *=
template<RowVector3 R>
constexpr void compWiseAssMult(const R& other);
/// Component-wise assignment /=
template<RowVector3 R>
constexpr void compWiseAssDiv(const R& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr rvec3<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr rvec3<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr rvec3<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr rvec3<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr rvec3<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with mat3x2 -> rvec2
template<Mat3x2 M>
constexpr rvec2<T> operator*(const M& other) const;
/// Matrix multiplication with mat3x3 -> rvec3
template<Mat3x3 M>
constexpr rvec3<T> operator*(const M& other) const;
/// Matrix multiplication with mat3x4 -> rvec4
template<Mat3x4 M>
constexpr rvec4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<RowVector3 R>
constexpr bool operator==(const R& other) const;
/// Component-wise comparison < (and)
template<RowVector3 R>
constexpr bool operator<(const R& other) const;
/// Component-wise comparison > (and)
template<RowVector3 R>
constexpr bool operator>(const R& other) const;
/// Component-wise comparison != (and)
template<RowVector3 R>
constexpr bool operator!=(const R& other) const;
/// Component-wise comparison <= (and)
template<RowVector3 R>
constexpr bool operator<=(const R& other) const;
/// Component-wise comparison >= (and)
template<RowVector3 R>
constexpr bool operator>=(const R& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const rvec3<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // rvec3
using rvec3f = rvec3<float>;
using rvec3d = rvec3<double>;
using rvec3i = rvec3<int>;
using rvec3u = rvec3<unsigned int>;
static_assert(RowVector3<rvec3<int>>, "rvec3<int> does not satisfy the concept RowVector3");
} // namespace gz

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#include "rvec4.hpp"
#include "mat4x2.hpp"
#include "mat4x3.hpp"
#include "mat4x4.hpp"
#include "rvec2.hpp"
#include "rvec3.hpp"
#include "vec4.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS rvec4
//
template<Number T>
template<Number N>
constexpr void rvec4<T>::operator=(const rvec4<N>& other) {
x = static_cast<T>(other.x);
y = static_cast<T>(other.y);
z = static_cast<T>(other.z);
w = static_cast<T>(other.w);
}
template<Number T>
template<Number N>
constexpr void rvec4<T>::operator=(const N& other) {
x = static_cast<T>(other);
y = static_cast<T>(other);
z = static_cast<T>(other);
w = static_cast<T>(other);
}
template<Number T>
template<RowVector4 R>
constexpr rvec4<T> rvec4<T>::operator+(const R& other) const {
return rvec4<T>(x + static_cast<T>(other.x), y + static_cast<T>(other.y), z + static_cast<T>(other.z), w + static_cast<T>(other.w));
}
template<Number T>
template<RowVector4 R>
constexpr rvec4<T> rvec4<T>::operator-(const R& other) const {
return rvec4<T>(x - static_cast<T>(other.x), y - static_cast<T>(other.y), z - static_cast<T>(other.z), w - static_cast<T>(other.w));
}
template<Number T>
template<RowVector4 R>
constexpr rvec4<T> rvec4<T>::operator%(const R& other) const {
return rvec4<T>(x % static_cast<T>(other.x), y % static_cast<T>(other.y), z % static_cast<T>(other.z), w % static_cast<T>(other.w));
}
template<Number T>
template<RowVector4 R>
constexpr rvec4<T> rvec4<T>::compWiseMult(const R& other) const {
return rvec4<T>(x * static_cast<T>(other.x), y * static_cast<T>(other.y), z * static_cast<T>(other.z), w * static_cast<T>(other.w));
}
template<Number T>
template<RowVector4 R>
constexpr rvec4<T> rvec4<T>::compWiseDiv(const R& other) const {
return rvec4<T>(x / static_cast<T>(other.x), y / static_cast<T>(other.y), z / static_cast<T>(other.z), w / static_cast<T>(other.w));
}
template<Number T>
template<RowVector4 R>
constexpr void rvec4<T>::operator+=(const R& other) {
x += static_cast<T>(other.x);
y += static_cast<T>(other.y);
z += static_cast<T>(other.z);
w += static_cast<T>(other.w);
}
template<Number T>
template<RowVector4 R>
constexpr void rvec4<T>::operator-=(const R& other) {
x -= static_cast<T>(other.x);
y -= static_cast<T>(other.y);
z -= static_cast<T>(other.z);
w -= static_cast<T>(other.w);
}
template<Number T>
template<RowVector4 R>
constexpr void rvec4<T>::operator%=(const R& other) {
x %= static_cast<T>(other.x);
y %= static_cast<T>(other.y);
z %= static_cast<T>(other.z);
w %= static_cast<T>(other.w);
}
template<Number T>
template<RowVector4 R>
constexpr void rvec4<T>::compWiseAssMult(const R& other) {
x *= static_cast<T>(other.x);
y *= static_cast<T>(other.y);
z *= static_cast<T>(other.z);
w *= static_cast<T>(other.w);
}
template<Number T>
template<RowVector4 R>
constexpr void rvec4<T>::compWiseAssDiv(const R& other) {
x /= static_cast<T>(other.x);
y /= static_cast<T>(other.y);
z /= static_cast<T>(other.z);
w /= static_cast<T>(other.w);
}
template<Number T>
template<Number N>
constexpr rvec4<T> rvec4<T>::operator+(const N& other) const {
return rvec4<T>(x + static_cast<T>(other), y + static_cast<T>(other), z + static_cast<T>(other), w + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec4<T> rvec4<T>::operator-(const N& other) const {
return rvec4<T>(x - static_cast<T>(other), y - static_cast<T>(other), z - static_cast<T>(other), w - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec4<T> rvec4<T>::operator%(const N& other) const {
return rvec4<T>(x % static_cast<T>(other), y % static_cast<T>(other), z % static_cast<T>(other), w % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec4<T> rvec4<T>::compWiseMult(const N& other) const {
return rvec4<T>(x * static_cast<T>(other), y * static_cast<T>(other), z * static_cast<T>(other), w * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr rvec4<T> rvec4<T>::compWiseDiv(const N& other) const {
return rvec4<T>(x / static_cast<T>(other), y / static_cast<T>(other), z / static_cast<T>(other), w / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void rvec4<T>::operator+=(const N& other) {
x += static_cast<T>(other);
y += static_cast<T>(other);
z += static_cast<T>(other);
w += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec4<T>::operator-=(const N& other) {
x -= static_cast<T>(other);
y -= static_cast<T>(other);
z -= static_cast<T>(other);
w -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec4<T>::operator%=(const N& other) {
x %= static_cast<T>(other);
y %= static_cast<T>(other);
z %= static_cast<T>(other);
w %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec4<T>::compWiseAssMult(const N& other) {
x *= static_cast<T>(other);
y *= static_cast<T>(other);
z *= static_cast<T>(other);
w *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void rvec4<T>::compWiseAssDiv(const N& other) {
x /= static_cast<T>(other);
y /= static_cast<T>(other);
z /= static_cast<T>(other);
w /= static_cast<T>(other);
}
template<Number T>
template<Mat4x2 M>
constexpr rvec2<T> rvec4<T>::operator*(const M& other) const {
rvec2<T> new_;
new_.x = x * other.x1_1 + y * other.x2_1 + z * other.x3_1 + w * other.x4_1;
new_.y = x * other.x1_2 + y * other.x2_2 + z * other.x3_2 + w * other.x4_2;
return new_;
}
template<Number T>
template<Mat4x3 M>
constexpr rvec3<T> rvec4<T>::operator*(const M& other) const {
rvec3<T> new_;
new_.x = x * other.x1_1 + y * other.x2_1 + z * other.x3_1 + w * other.x4_1;
new_.y = x * other.x1_2 + y * other.x2_2 + z * other.x3_2 + w * other.x4_2;
new_.z = x * other.x1_3 + y * other.x2_3 + z * other.x3_3 + w * other.x4_3;
return new_;
}
template<Number T>
template<Mat4x4 M>
constexpr rvec4<T> rvec4<T>::operator*(const M& other) const {
rvec4<T> new_;
new_.x = x * other.x1_1 + y * other.x2_1 + z * other.x3_1 + w * other.x4_1;
new_.y = x * other.x1_2 + y * other.x2_2 + z * other.x3_2 + w * other.x4_2;
new_.z = x * other.x1_3 + y * other.x2_3 + z * other.x3_3 + w * other.x4_3;
new_.w = x * other.x1_4 + y * other.x2_4 + z * other.x3_4 + w * other.x4_4;
return new_;
}
template<Number T>
template<RowVector4 R>
constexpr bool rvec4<T>::operator==(const R& other) const {
return x == other.x and y == other.y and z == other.z and w == other.w;
}
template<Number T>
template<RowVector4 R>
constexpr bool rvec4<T>::operator<(const R& other) const {
return x < other.x and y < other.y and z < other.z and w < other.w;
}
template<Number T>
template<RowVector4 R>
constexpr bool rvec4<T>::operator>(const R& other) const {
return x > other.x and y > other.y and z > other.z and w > other.w;
}
template<Number T>
template<RowVector4 R>
constexpr bool rvec4<T>::operator!=(const R& other) const {
return x == other.x and y == other.y and z == other.z and w == other.w;
}
template<Number T>
template<RowVector4 R>
constexpr bool rvec4<T>::operator<=(const R& other) const {
return x > other.x and y > other.y and z > other.z and w > other.w;
}
template<Number T>
template<RowVector4 R>
constexpr bool rvec4<T>::operator>=(const R& other) const {
return x < other.x and y < other.y and z < other.z and w < other.w;
}
template<Number T>
template<Number N>
constexpr bool rvec4<T>::operator==(const N& other) const {
return x == other and y == other and z == other and w == other;
}
template<Number T>
template<Number N>
constexpr bool rvec4<T>::operator<(const N& other) const {
return x < other and y < other and z < other and w < other;
}
template<Number T>
template<Number N>
constexpr bool rvec4<T>::operator>(const N& other) const {
return x > other and y > other and z > other and w > other;
}
template<Number T>
template<Number N>
constexpr bool rvec4<T>::operator!=(const N& other) const {
return x == other and y == other and z == other and w == other;
}
template<Number T>
template<Number N>
constexpr bool rvec4<T>::operator<=(const N& other) const {
return x > other and y > other and z > other and w > other;
}
template<Number T>
template<Number N>
constexpr bool rvec4<T>::operator>=(const N& other) const {
return x < other and y < other and z < other and w < other;
}
template<Number T>
constexpr inline float rvec4<T>::abs() const {
return std::sqrt(static_cast<float>(x * x) + static_cast<float>(y * y) + static_cast<float>(z * z) + static_cast<float>(w * w));
}
template<Number T>
constexpr inline T rvec4<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T rvec4<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T rvec4<T>::dot(const rvec4<N>& other) const {
return x * static_cast<T>(other.x) + y * static_cast<T>(other.y) + z * static_cast<T>(other.z) + w * static_cast<T>(other.w);
}
template<Number T>
constexpr T rvec4<T>::operator[](std::size_t i) const {
return *(&x + sizeof(T) * i);
}
template<Number T>
constexpr Iterator<T> rvec4<T>::cbegin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> rvec4<T>::cend() const {
return Iterator(const_cast<T*>(&w + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> rvec4<T>::begin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> rvec4<T>::end() const {
return Iterator(const_cast<T*>(&w + sizeof(T)));
}
} // namespace gz
#include "rvec4.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat4x2;
template<Number T>
class mat4x3;
template<Number T>
class mat4x4;
template<Number T>
class rvec2;
template<Number T>
class rvec3;
template<Number T>
class vec4;
/**
* @brief Class containing 4 numbers
*/
template<Number T>
class rvec4 {
public:
/// just to satisfy concept RowVector
using isRowVector = T;
// Constructors
/// Default constructor
constexpr rvec4()
: x(0), y(0), z(0), w(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr rvec4(const N n)
: x(static_cast<T>(n)), y(static_cast<T>(n)), z(static_cast<T>(n)), w(static_cast<T>(n)) {}
/// Create from n n n n
template<Number N1, Number N2, Number N3, Number N4>
constexpr rvec4(N1 n1, N2 n2, N3 n3, N4 n4)
: x(static_cast<T>(n1)), y(static_cast<T>(n2)), z(static_cast<T>(n3)), w(static_cast<T>(n4)) {}
/// Create from n n vec2
template<Number N1, Number N2, Vector4 V1>
constexpr rvec4(N1 n1, N2 n2, const V1& v1)
: x(static_cast<T>(n1)), y(static_cast<T>(n2)), z(static_cast<T>(v1.x)), w(static_cast<T>(v1.y)) {}
/// Create from n vec2 n
template<Number N1, Vector4 V1, Number N2>
constexpr rvec4(N1 n1, const V1& v1, N2 n2)
: x(static_cast<T>(n1)), y(static_cast<T>(v1.x)), z(static_cast<T>(v1.y)), w(static_cast<T>(n2)) {}
/// Create from n vec3
template<Number N1, Vector4 V1>
constexpr rvec4(N1 n1, const V1& v1)
: x(static_cast<T>(n1)), y(static_cast<T>(v1.x)), z(static_cast<T>(v1.y)), w(static_cast<T>(v1.z)) {}
/// Create from vec2 n n
template<Vector4 V1, Number N1, Number N2>
constexpr rvec4(const V1& v1, N1 n1, N2 n2)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(n1)), w(static_cast<T>(n2)) {}
/// Create from vec2 vec2
template<Vector4 V1, Vector4 V2>
constexpr rvec4(const V1& v1, const V2& v2)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(v2.x)), w(static_cast<T>(v2.y)) {}
/// Create from vec3 n
template<Vector4 V1, Number N1>
constexpr rvec4(const V1& v1, N1 n1)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(v1.z)), w(static_cast<T>(n1)) {}
/// Create from vec4
template<Vector4 V1>
constexpr rvec4(const V1& v1)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(v1.z)), w(static_cast<T>(v1.w)) {}
// Values
T x;
T y;
T z;
T w;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const rvec4<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<RowVector4 R>
constexpr rvec4<T> operator+(const R& other) const;
/// Component-wise -
template<RowVector4 R>
constexpr rvec4<T> operator-(const R& other) const;
/// Component-wise %
template<RowVector4 R>
constexpr rvec4<T> operator%(const R& other) const;
/// Component-wise *
template<RowVector4 R>
constexpr rvec4<T> compWiseMult(const R& other) const;
/// Component-wise /
template<RowVector4 R>
constexpr rvec4<T> compWiseDiv(const R& other) const;
/// Component-wise assignment +=
template<RowVector4 R>
constexpr void operator+=(const R& other);
/// Component-wise assignment -=
template<RowVector4 R>
constexpr void operator-=(const R& other);
/// Component-wise assignment %=
template<RowVector4 R>
constexpr void operator%=(const R& other);
/// Component-wise assignment *=
template<RowVector4 R>
constexpr void compWiseAssMult(const R& other);
/// Component-wise assignment /=
template<RowVector4 R>
constexpr void compWiseAssDiv(const R& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr rvec4<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr rvec4<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr rvec4<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr rvec4<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr rvec4<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with mat4x2 -> rvec2
template<Mat4x2 M>
constexpr rvec2<T> operator*(const M& other) const;
/// Matrix multiplication with mat4x3 -> rvec3
template<Mat4x3 M>
constexpr rvec3<T> operator*(const M& other) const;
/// Matrix multiplication with mat4x4 -> rvec4
template<Mat4x4 M>
constexpr rvec4<T> operator*(const M& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<RowVector4 R>
constexpr bool operator==(const R& other) const;
/// Component-wise comparison < (and)
template<RowVector4 R>
constexpr bool operator<(const R& other) const;
/// Component-wise comparison > (and)
template<RowVector4 R>
constexpr bool operator>(const R& other) const;
/// Component-wise comparison != (and)
template<RowVector4 R>
constexpr bool operator!=(const R& other) const;
/// Component-wise comparison <= (and)
template<RowVector4 R>
constexpr bool operator<=(const R& other) const;
/// Component-wise comparison >= (and)
template<RowVector4 R>
constexpr bool operator>=(const R& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const rvec4<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // rvec4
using rvec4f = rvec4<float>;
using rvec4d = rvec4<double>;
using rvec4i = rvec4<int>;
using rvec4u = rvec4<unsigned int>;
static_assert(RowVector4<rvec4<int>>, "rvec4<int> does not satisfy the concept RowVector4");
} // namespace gz

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#include "vec2.hpp"
#include "mat2x2.hpp"
#include "mat2x3.hpp"
#include "mat2x4.hpp"
#include "rvec2.hpp"
#include "rvec3.hpp"
#include "rvec4.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS vec2
//
template<Number T>
template<Number N>
constexpr void vec2<T>::operator=(const vec2<N>& other) {
x = static_cast<T>(other.x);
y = static_cast<T>(other.y);
}
template<Number T>
template<Number N>
constexpr void vec2<T>::operator=(const N& other) {
x = static_cast<T>(other);
y = static_cast<T>(other);
}
template<Number T>
template<ColumnVector2 C>
constexpr vec2<T> vec2<T>::operator+(const C& other) const {
return vec2<T>(x + static_cast<T>(other.x), y + static_cast<T>(other.y));
}
template<Number T>
template<ColumnVector2 C>
constexpr vec2<T> vec2<T>::operator-(const C& other) const {
return vec2<T>(x - static_cast<T>(other.x), y - static_cast<T>(other.y));
}
template<Number T>
template<ColumnVector2 C>
constexpr vec2<T> vec2<T>::operator%(const C& other) const {
return vec2<T>(x % static_cast<T>(other.x), y % static_cast<T>(other.y));
}
template<Number T>
template<ColumnVector2 C>
constexpr vec2<T> vec2<T>::compWiseMult(const C& other) const {
return vec2<T>(x * static_cast<T>(other.x), y * static_cast<T>(other.y));
}
template<Number T>
template<ColumnVector2 C>
constexpr vec2<T> vec2<T>::compWiseDiv(const C& other) const {
return vec2<T>(x / static_cast<T>(other.x), y / static_cast<T>(other.y));
}
template<Number T>
template<ColumnVector2 C>
constexpr void vec2<T>::operator+=(const C& other) {
x += static_cast<T>(other.x);
y += static_cast<T>(other.y);
}
template<Number T>
template<ColumnVector2 C>
constexpr void vec2<T>::operator-=(const C& other) {
x -= static_cast<T>(other.x);
y -= static_cast<T>(other.y);
}
template<Number T>
template<ColumnVector2 C>
constexpr void vec2<T>::operator%=(const C& other) {
x %= static_cast<T>(other.x);
y %= static_cast<T>(other.y);
}
template<Number T>
template<ColumnVector2 C>
constexpr void vec2<T>::compWiseAssMult(const C& other) {
x *= static_cast<T>(other.x);
y *= static_cast<T>(other.y);
}
template<Number T>
template<ColumnVector2 C>
constexpr void vec2<T>::compWiseAssDiv(const C& other) {
x /= static_cast<T>(other.x);
y /= static_cast<T>(other.y);
}
template<Number T>
template<Number N>
constexpr vec2<T> vec2<T>::operator+(const N& other) const {
return vec2<T>(x + static_cast<T>(other), y + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec2<T> vec2<T>::operator-(const N& other) const {
return vec2<T>(x - static_cast<T>(other), y - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec2<T> vec2<T>::operator%(const N& other) const {
return vec2<T>(x % static_cast<T>(other), y % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec2<T> vec2<T>::compWiseMult(const N& other) const {
return vec2<T>(x * static_cast<T>(other), y * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec2<T> vec2<T>::compWiseDiv(const N& other) const {
return vec2<T>(x / static_cast<T>(other), y / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void vec2<T>::operator+=(const N& other) {
x += static_cast<T>(other);
y += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec2<T>::operator-=(const N& other) {
x -= static_cast<T>(other);
y -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec2<T>::operator%=(const N& other) {
x %= static_cast<T>(other);
y %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec2<T>::compWiseAssMult(const N& other) {
x *= static_cast<T>(other);
y *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec2<T>::compWiseAssDiv(const N& other) {
x /= static_cast<T>(other);
y /= static_cast<T>(other);
}
template<Number T>
template<RowVector2 R>
constexpr mat2x2<T> vec2<T>::operator*(const R& other) const {
mat2x2<T> new_;
new_.x1_1 = x * other.x;
new_.x1_2 = x * other.y;
new_.x2_1 = y * other.x;
new_.x2_2 = y * other.y;
return new_;
}
template<Number T>
template<RowVector3 R>
constexpr mat2x3<T> vec2<T>::operator*(const R& other) const {
mat2x3<T> new_;
new_.x1_1 = x * other.x;
new_.x1_2 = x * other.y;
new_.x1_3 = x * other.z;
new_.x2_1 = y * other.x;
new_.x2_2 = y * other.y;
new_.x2_3 = y * other.z;
return new_;
}
template<Number T>
template<RowVector4 R>
constexpr mat2x4<T> vec2<T>::operator*(const R& other) const {
mat2x4<T> new_;
new_.x1_1 = x * other.x;
new_.x1_2 = x * other.y;
new_.x1_3 = x * other.z;
new_.x1_4 = x * other.w;
new_.x2_1 = y * other.x;
new_.x2_2 = y * other.y;
new_.x2_3 = y * other.z;
new_.x2_4 = y * other.w;
return new_;
}
template<Number T>
template<ColumnVector2 C>
constexpr bool vec2<T>::operator==(const C& other) const {
return x == other.x and y == other.y;
}
template<Number T>
template<ColumnVector2 C>
constexpr bool vec2<T>::operator<(const C& other) const {
return x < other.x and y < other.y;
}
template<Number T>
template<ColumnVector2 C>
constexpr bool vec2<T>::operator>(const C& other) const {
return x > other.x and y > other.y;
}
template<Number T>
template<ColumnVector2 C>
constexpr bool vec2<T>::operator!=(const C& other) const {
return x == other.x and y == other.y;
}
template<Number T>
template<ColumnVector2 C>
constexpr bool vec2<T>::operator<=(const C& other) const {
return x > other.x and y > other.y;
}
template<Number T>
template<ColumnVector2 C>
constexpr bool vec2<T>::operator>=(const C& other) const {
return x < other.x and y < other.y;
}
template<Number T>
template<Number N>
constexpr bool vec2<T>::operator==(const N& other) const {
return x == other and y == other;
}
template<Number T>
template<Number N>
constexpr bool vec2<T>::operator<(const N& other) const {
return x < other and y < other;
}
template<Number T>
template<Number N>
constexpr bool vec2<T>::operator>(const N& other) const {
return x > other and y > other;
}
template<Number T>
template<Number N>
constexpr bool vec2<T>::operator!=(const N& other) const {
return x == other and y == other;
}
template<Number T>
template<Number N>
constexpr bool vec2<T>::operator<=(const N& other) const {
return x > other and y > other;
}
template<Number T>
template<Number N>
constexpr bool vec2<T>::operator>=(const N& other) const {
return x < other and y < other;
}
template<Number T>
constexpr inline float vec2<T>::abs() const {
return std::sqrt(static_cast<float>(x * x) + static_cast<float>(y * y));
}
template<Number T>
constexpr inline float vec2<T>::ratio() const {
return static_cast<float>(x) / y;
}
template<Number T>
constexpr inline float vec2<T>::invereseRatio() const {
return static_cast<float>(y) / x;
}
template<Number T>
constexpr inline T vec2<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T vec2<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T vec2<T>::dot(const vec2<N>& other) const {
return x * static_cast<T>(other.x) + y * static_cast<T>(other.y);
}
template<Number T>
constexpr T vec2<T>::operator[](std::size_t i) const {
return *(&x + sizeof(T) * i);
}
template<Number T>
constexpr Iterator<T> vec2<T>::cbegin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> vec2<T>::cend() const {
return Iterator(const_cast<T*>(&y + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> vec2<T>::begin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> vec2<T>::end() const {
return Iterator(const_cast<T*>(&y + sizeof(T)));
}
} // namespace gz
#include "vec2.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat2x2;
template<Number T>
class mat2x3;
template<Number T>
class mat2x4;
template<Number T>
class rvec2;
template<Number T>
class rvec3;
template<Number T>
class rvec4;
/**
* @brief Class containing 2 numbers
*/
template<Number T>
class vec2 {
public:
/// just to satisfy concept ColumnVector
using isColumnVector = T;
// Constructors
/// Default constructor
constexpr vec2()
: x(0), y(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr vec2(const N n)
: x(static_cast<T>(n)), y(static_cast<T>(n)) {}
/// Create from n n
template<Number N1, Number N2>
constexpr vec2(N1 n1, N2 n2)
: x(static_cast<T>(n1)), y(static_cast<T>(n2)) {}
/// Create from vec2
template<Vector2 V1>
constexpr vec2(const V1& v1)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)) {}
// Values
T x;
T y;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const vec2<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<ColumnVector2 C>
constexpr vec2<T> operator+(const C& other) const;
/// Component-wise -
template<ColumnVector2 C>
constexpr vec2<T> operator-(const C& other) const;
/// Component-wise %
template<ColumnVector2 C>
constexpr vec2<T> operator%(const C& other) const;
/// Component-wise *
template<ColumnVector2 C>
constexpr vec2<T> compWiseMult(const C& other) const;
/// Component-wise /
template<ColumnVector2 C>
constexpr vec2<T> compWiseDiv(const C& other) const;
/// Component-wise assignment +=
template<ColumnVector2 C>
constexpr void operator+=(const C& other);
/// Component-wise assignment -=
template<ColumnVector2 C>
constexpr void operator-=(const C& other);
/// Component-wise assignment %=
template<ColumnVector2 C>
constexpr void operator%=(const C& other);
/// Component-wise assignment *=
template<ColumnVector2 C>
constexpr void compWiseAssMult(const C& other);
/// Component-wise assignment /=
template<ColumnVector2 C>
constexpr void compWiseAssDiv(const C& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr vec2<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr vec2<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr vec2<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr vec2<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr vec2<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with rvec2 -> mat2x2
template<RowVector2 R>
constexpr mat2x2<T> operator*(const R& other) const;
/// Matrix multiplication with rvec3 -> mat2x3
template<RowVector3 R>
constexpr mat2x3<T> operator*(const R& other) const;
/// Matrix multiplication with rvec4 -> mat2x4
template<RowVector4 R>
constexpr mat2x4<T> operator*(const R& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<ColumnVector2 C>
constexpr bool operator==(const C& other) const;
/// Component-wise comparison < (and)
template<ColumnVector2 C>
constexpr bool operator<(const C& other) const;
/// Component-wise comparison > (and)
template<ColumnVector2 C>
constexpr bool operator>(const C& other) const;
/// Component-wise comparison != (and)
template<ColumnVector2 C>
constexpr bool operator!=(const C& other) const;
/// Component-wise comparison <= (and)
template<ColumnVector2 C>
constexpr bool operator<=(const C& other) const;
/// Component-wise comparison >= (and)
template<ColumnVector2 C>
constexpr bool operator>=(const C& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns x/y
constexpr inline float ratio() const;
/// Returns y/x
constexpr inline float invereseRatio() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const vec2<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // vec2
using vec2f = vec2<float>;
using vec2d = vec2<double>;
using vec2i = vec2<int>;
using vec2u = vec2<unsigned int>;
static_assert(ColumnVector2<vec2<int>>, "vec2<int> does not satisfy the concept ColumnVector2");
} // namespace gz

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#include "vec3.hpp"
#include "mat3x2.hpp"
#include "mat3x3.hpp"
#include "mat3x4.hpp"
#include "rvec2.hpp"
#include "rvec3.hpp"
#include "rvec4.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS vec3
//
template<Number T>
template<Number N>
constexpr void vec3<T>::operator=(const vec3<N>& other) {
x = static_cast<T>(other.x);
y = static_cast<T>(other.y);
z = static_cast<T>(other.z);
}
template<Number T>
template<Number N>
constexpr void vec3<T>::operator=(const N& other) {
x = static_cast<T>(other);
y = static_cast<T>(other);
z = static_cast<T>(other);
}
template<Number T>
template<ColumnVector3 C>
constexpr vec3<T> vec3<T>::operator+(const C& other) const {
return vec3<T>(x + static_cast<T>(other.x), y + static_cast<T>(other.y), z + static_cast<T>(other.z));
}
template<Number T>
template<ColumnVector3 C>
constexpr vec3<T> vec3<T>::operator-(const C& other) const {
return vec3<T>(x - static_cast<T>(other.x), y - static_cast<T>(other.y), z - static_cast<T>(other.z));
}
template<Number T>
template<ColumnVector3 C>
constexpr vec3<T> vec3<T>::operator%(const C& other) const {
return vec3<T>(x % static_cast<T>(other.x), y % static_cast<T>(other.y), z % static_cast<T>(other.z));
}
template<Number T>
template<ColumnVector3 C>
constexpr vec3<T> vec3<T>::compWiseMult(const C& other) const {
return vec3<T>(x * static_cast<T>(other.x), y * static_cast<T>(other.y), z * static_cast<T>(other.z));
}
template<Number T>
template<ColumnVector3 C>
constexpr vec3<T> vec3<T>::compWiseDiv(const C& other) const {
return vec3<T>(x / static_cast<T>(other.x), y / static_cast<T>(other.y), z / static_cast<T>(other.z));
}
template<Number T>
template<ColumnVector3 C>
constexpr void vec3<T>::operator+=(const C& other) {
x += static_cast<T>(other.x);
y += static_cast<T>(other.y);
z += static_cast<T>(other.z);
}
template<Number T>
template<ColumnVector3 C>
constexpr void vec3<T>::operator-=(const C& other) {
x -= static_cast<T>(other.x);
y -= static_cast<T>(other.y);
z -= static_cast<T>(other.z);
}
template<Number T>
template<ColumnVector3 C>
constexpr void vec3<T>::operator%=(const C& other) {
x %= static_cast<T>(other.x);
y %= static_cast<T>(other.y);
z %= static_cast<T>(other.z);
}
template<Number T>
template<ColumnVector3 C>
constexpr void vec3<T>::compWiseAssMult(const C& other) {
x *= static_cast<T>(other.x);
y *= static_cast<T>(other.y);
z *= static_cast<T>(other.z);
}
template<Number T>
template<ColumnVector3 C>
constexpr void vec3<T>::compWiseAssDiv(const C& other) {
x /= static_cast<T>(other.x);
y /= static_cast<T>(other.y);
z /= static_cast<T>(other.z);
}
template<Number T>
template<Number N>
constexpr vec3<T> vec3<T>::operator+(const N& other) const {
return vec3<T>(x + static_cast<T>(other), y + static_cast<T>(other), z + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec3<T> vec3<T>::operator-(const N& other) const {
return vec3<T>(x - static_cast<T>(other), y - static_cast<T>(other), z - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec3<T> vec3<T>::operator%(const N& other) const {
return vec3<T>(x % static_cast<T>(other), y % static_cast<T>(other), z % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec3<T> vec3<T>::compWiseMult(const N& other) const {
return vec3<T>(x * static_cast<T>(other), y * static_cast<T>(other), z * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec3<T> vec3<T>::compWiseDiv(const N& other) const {
return vec3<T>(x / static_cast<T>(other), y / static_cast<T>(other), z / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void vec3<T>::operator+=(const N& other) {
x += static_cast<T>(other);
y += static_cast<T>(other);
z += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec3<T>::operator-=(const N& other) {
x -= static_cast<T>(other);
y -= static_cast<T>(other);
z -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec3<T>::operator%=(const N& other) {
x %= static_cast<T>(other);
y %= static_cast<T>(other);
z %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec3<T>::compWiseAssMult(const N& other) {
x *= static_cast<T>(other);
y *= static_cast<T>(other);
z *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec3<T>::compWiseAssDiv(const N& other) {
x /= static_cast<T>(other);
y /= static_cast<T>(other);
z /= static_cast<T>(other);
}
template<Number T>
template<RowVector2 R>
constexpr mat3x2<T> vec3<T>::operator*(const R& other) const {
mat3x2<T> new_;
new_.x1_1 = x * other.x;
new_.x1_2 = x * other.y;
new_.x2_1 = y * other.x;
new_.x2_2 = y * other.y;
new_.x3_1 = z * other.x;
new_.x3_2 = z * other.y;
return new_;
}
template<Number T>
template<RowVector3 R>
constexpr mat3x3<T> vec3<T>::operator*(const R& other) const {
mat3x3<T> new_;
new_.x1_1 = x * other.x;
new_.x1_2 = x * other.y;
new_.x1_3 = x * other.z;
new_.x2_1 = y * other.x;
new_.x2_2 = y * other.y;
new_.x2_3 = y * other.z;
new_.x3_1 = z * other.x;
new_.x3_2 = z * other.y;
new_.x3_3 = z * other.z;
return new_;
}
template<Number T>
template<RowVector4 R>
constexpr mat3x4<T> vec3<T>::operator*(const R& other) const {
mat3x4<T> new_;
new_.x1_1 = x * other.x;
new_.x1_2 = x * other.y;
new_.x1_3 = x * other.z;
new_.x1_4 = x * other.w;
new_.x2_1 = y * other.x;
new_.x2_2 = y * other.y;
new_.x2_3 = y * other.z;
new_.x2_4 = y * other.w;
new_.x3_1 = z * other.x;
new_.x3_2 = z * other.y;
new_.x3_3 = z * other.z;
new_.x3_4 = z * other.w;
return new_;
}
template<Number T>
template<ColumnVector3 C>
constexpr bool vec3<T>::operator==(const C& other) const {
return x == other.x and y == other.y and z == other.z;
}
template<Number T>
template<ColumnVector3 C>
constexpr bool vec3<T>::operator<(const C& other) const {
return x < other.x and y < other.y and z < other.z;
}
template<Number T>
template<ColumnVector3 C>
constexpr bool vec3<T>::operator>(const C& other) const {
return x > other.x and y > other.y and z > other.z;
}
template<Number T>
template<ColumnVector3 C>
constexpr bool vec3<T>::operator!=(const C& other) const {
return x == other.x and y == other.y and z == other.z;
}
template<Number T>
template<ColumnVector3 C>
constexpr bool vec3<T>::operator<=(const C& other) const {
return x > other.x and y > other.y and z > other.z;
}
template<Number T>
template<ColumnVector3 C>
constexpr bool vec3<T>::operator>=(const C& other) const {
return x < other.x and y < other.y and z < other.z;
}
template<Number T>
template<Number N>
constexpr bool vec3<T>::operator==(const N& other) const {
return x == other and y == other and z == other;
}
template<Number T>
template<Number N>
constexpr bool vec3<T>::operator<(const N& other) const {
return x < other and y < other and z < other;
}
template<Number T>
template<Number N>
constexpr bool vec3<T>::operator>(const N& other) const {
return x > other and y > other and z > other;
}
template<Number T>
template<Number N>
constexpr bool vec3<T>::operator!=(const N& other) const {
return x == other and y == other and z == other;
}
template<Number T>
template<Number N>
constexpr bool vec3<T>::operator<=(const N& other) const {
return x > other and y > other and z > other;
}
template<Number T>
template<Number N>
constexpr bool vec3<T>::operator>=(const N& other) const {
return x < other and y < other and z < other;
}
template<Number T>
constexpr inline float vec3<T>::abs() const {
return std::sqrt(static_cast<float>(x * x) + static_cast<float>(y * y) + static_cast<float>(z * z));
}
template<Number T>
constexpr inline T vec3<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T vec3<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T vec3<T>::dot(const vec3<N>& other) const {
return x * static_cast<T>(other.x) + y * static_cast<T>(other.y) + z * static_cast<T>(other.z);
}
template<Number T>
constexpr T vec3<T>::operator[](std::size_t i) const {
return *(&x + sizeof(T) * i);
}
template<Number T>
constexpr Iterator<T> vec3<T>::cbegin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> vec3<T>::cend() const {
return Iterator(const_cast<T*>(&z + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> vec3<T>::begin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> vec3<T>::end() const {
return Iterator(const_cast<T*>(&z + sizeof(T)));
}
} // namespace gz
#include "vec3.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat3x2;
template<Number T>
class mat3x3;
template<Number T>
class mat3x4;
template<Number T>
class rvec2;
template<Number T>
class rvec3;
template<Number T>
class rvec4;
/**
* @brief Class containing 3 numbers
*/
template<Number T>
class vec3 {
public:
/// just to satisfy concept ColumnVector
using isColumnVector = T;
// Constructors
/// Default constructor
constexpr vec3()
: x(0), y(0), z(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr vec3(const N n)
: x(static_cast<T>(n)), y(static_cast<T>(n)), z(static_cast<T>(n)) {}
/// Create from n n n
template<Number N1, Number N2, Number N3>
constexpr vec3(N1 n1, N2 n2, N3 n3)
: x(static_cast<T>(n1)), y(static_cast<T>(n2)), z(static_cast<T>(n3)) {}
/// Create from n vec2
template<Number N1, Vector3 V1>
constexpr vec3(N1 n1, const V1& v1)
: x(static_cast<T>(n1)), y(static_cast<T>(v1.x)), z(static_cast<T>(v1.y)) {}
/// Create from vec2 n
template<Vector3 V1, Number N1>
constexpr vec3(const V1& v1, N1 n1)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(n1)) {}
/// Create from vec3
template<Vector3 V1>
constexpr vec3(const V1& v1)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(v1.z)) {}
// Values
T x;
T y;
T z;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const vec3<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<ColumnVector3 C>
constexpr vec3<T> operator+(const C& other) const;
/// Component-wise -
template<ColumnVector3 C>
constexpr vec3<T> operator-(const C& other) const;
/// Component-wise %
template<ColumnVector3 C>
constexpr vec3<T> operator%(const C& other) const;
/// Component-wise *
template<ColumnVector3 C>
constexpr vec3<T> compWiseMult(const C& other) const;
/// Component-wise /
template<ColumnVector3 C>
constexpr vec3<T> compWiseDiv(const C& other) const;
/// Component-wise assignment +=
template<ColumnVector3 C>
constexpr void operator+=(const C& other);
/// Component-wise assignment -=
template<ColumnVector3 C>
constexpr void operator-=(const C& other);
/// Component-wise assignment %=
template<ColumnVector3 C>
constexpr void operator%=(const C& other);
/// Component-wise assignment *=
template<ColumnVector3 C>
constexpr void compWiseAssMult(const C& other);
/// Component-wise assignment /=
template<ColumnVector3 C>
constexpr void compWiseAssDiv(const C& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr vec3<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr vec3<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr vec3<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr vec3<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr vec3<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with rvec2 -> mat3x2
template<RowVector2 R>
constexpr mat3x2<T> operator*(const R& other) const;
/// Matrix multiplication with rvec3 -> mat3x3
template<RowVector3 R>
constexpr mat3x3<T> operator*(const R& other) const;
/// Matrix multiplication with rvec4 -> mat3x4
template<RowVector4 R>
constexpr mat3x4<T> operator*(const R& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<ColumnVector3 C>
constexpr bool operator==(const C& other) const;
/// Component-wise comparison < (and)
template<ColumnVector3 C>
constexpr bool operator<(const C& other) const;
/// Component-wise comparison > (and)
template<ColumnVector3 C>
constexpr bool operator>(const C& other) const;
/// Component-wise comparison != (and)
template<ColumnVector3 C>
constexpr bool operator!=(const C& other) const;
/// Component-wise comparison <= (and)
template<ColumnVector3 C>
constexpr bool operator<=(const C& other) const;
/// Component-wise comparison >= (and)
template<ColumnVector3 C>
constexpr bool operator>=(const C& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const vec3<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // vec3
using vec3f = vec3<float>;
using vec3d = vec3<double>;
using vec3i = vec3<int>;
using vec3u = vec3<unsigned int>;
static_assert(ColumnVector3<vec3<int>>, "vec3<int> does not satisfy the concept ColumnVector3");
} // namespace gz

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#include "vec4.hpp"
#include "mat4x2.hpp"
#include "mat4x3.hpp"
#include "mat4x4.hpp"
#include "rvec2.hpp"
#include "rvec3.hpp"
#include "rvec4.hpp"
#include <cmath>
#include <algorithm>
#include <cstdint>
namespace gz {
//
// CLASS vec4
//
template<Number T>
template<Number N>
constexpr void vec4<T>::operator=(const vec4<N>& other) {
x = static_cast<T>(other.x);
y = static_cast<T>(other.y);
z = static_cast<T>(other.z);
w = static_cast<T>(other.w);
}
template<Number T>
template<Number N>
constexpr void vec4<T>::operator=(const N& other) {
x = static_cast<T>(other);
y = static_cast<T>(other);
z = static_cast<T>(other);
w = static_cast<T>(other);
}
template<Number T>
template<ColumnVector4 C>
constexpr vec4<T> vec4<T>::operator+(const C& other) const {
return vec4<T>(x + static_cast<T>(other.x), y + static_cast<T>(other.y), z + static_cast<T>(other.z), w + static_cast<T>(other.w));
}
template<Number T>
template<ColumnVector4 C>
constexpr vec4<T> vec4<T>::operator-(const C& other) const {
return vec4<T>(x - static_cast<T>(other.x), y - static_cast<T>(other.y), z - static_cast<T>(other.z), w - static_cast<T>(other.w));
}
template<Number T>
template<ColumnVector4 C>
constexpr vec4<T> vec4<T>::operator%(const C& other) const {
return vec4<T>(x % static_cast<T>(other.x), y % static_cast<T>(other.y), z % static_cast<T>(other.z), w % static_cast<T>(other.w));
}
template<Number T>
template<ColumnVector4 C>
constexpr vec4<T> vec4<T>::compWiseMult(const C& other) const {
return vec4<T>(x * static_cast<T>(other.x), y * static_cast<T>(other.y), z * static_cast<T>(other.z), w * static_cast<T>(other.w));
}
template<Number T>
template<ColumnVector4 C>
constexpr vec4<T> vec4<T>::compWiseDiv(const C& other) const {
return vec4<T>(x / static_cast<T>(other.x), y / static_cast<T>(other.y), z / static_cast<T>(other.z), w / static_cast<T>(other.w));
}
template<Number T>
template<ColumnVector4 C>
constexpr void vec4<T>::operator+=(const C& other) {
x += static_cast<T>(other.x);
y += static_cast<T>(other.y);
z += static_cast<T>(other.z);
w += static_cast<T>(other.w);
}
template<Number T>
template<ColumnVector4 C>
constexpr void vec4<T>::operator-=(const C& other) {
x -= static_cast<T>(other.x);
y -= static_cast<T>(other.y);
z -= static_cast<T>(other.z);
w -= static_cast<T>(other.w);
}
template<Number T>
template<ColumnVector4 C>
constexpr void vec4<T>::operator%=(const C& other) {
x %= static_cast<T>(other.x);
y %= static_cast<T>(other.y);
z %= static_cast<T>(other.z);
w %= static_cast<T>(other.w);
}
template<Number T>
template<ColumnVector4 C>
constexpr void vec4<T>::compWiseAssMult(const C& other) {
x *= static_cast<T>(other.x);
y *= static_cast<T>(other.y);
z *= static_cast<T>(other.z);
w *= static_cast<T>(other.w);
}
template<Number T>
template<ColumnVector4 C>
constexpr void vec4<T>::compWiseAssDiv(const C& other) {
x /= static_cast<T>(other.x);
y /= static_cast<T>(other.y);
z /= static_cast<T>(other.z);
w /= static_cast<T>(other.w);
}
template<Number T>
template<Number N>
constexpr vec4<T> vec4<T>::operator+(const N& other) const {
return vec4<T>(x + static_cast<T>(other), y + static_cast<T>(other), z + static_cast<T>(other), w + static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec4<T> vec4<T>::operator-(const N& other) const {
return vec4<T>(x - static_cast<T>(other), y - static_cast<T>(other), z - static_cast<T>(other), w - static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec4<T> vec4<T>::operator%(const N& other) const {
return vec4<T>(x % static_cast<T>(other), y % static_cast<T>(other), z % static_cast<T>(other), w % static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec4<T> vec4<T>::compWiseMult(const N& other) const {
return vec4<T>(x * static_cast<T>(other), y * static_cast<T>(other), z * static_cast<T>(other), w * static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr vec4<T> vec4<T>::compWiseDiv(const N& other) const {
return vec4<T>(x / static_cast<T>(other), y / static_cast<T>(other), z / static_cast<T>(other), w / static_cast<T>(other));
}
template<Number T>
template<Number N>
constexpr void vec4<T>::operator+=(const N& other) {
x += static_cast<T>(other);
y += static_cast<T>(other);
z += static_cast<T>(other);
w += static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec4<T>::operator-=(const N& other) {
x -= static_cast<T>(other);
y -= static_cast<T>(other);
z -= static_cast<T>(other);
w -= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec4<T>::operator%=(const N& other) {
x %= static_cast<T>(other);
y %= static_cast<T>(other);
z %= static_cast<T>(other);
w %= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec4<T>::compWiseAssMult(const N& other) {
x *= static_cast<T>(other);
y *= static_cast<T>(other);
z *= static_cast<T>(other);
w *= static_cast<T>(other);
}
template<Number T>
template<Number N>
constexpr void vec4<T>::compWiseAssDiv(const N& other) {
x /= static_cast<T>(other);
y /= static_cast<T>(other);
z /= static_cast<T>(other);
w /= static_cast<T>(other);
}
template<Number T>
template<RowVector2 R>
constexpr mat4x2<T> vec4<T>::operator*(const R& other) const {
mat4x2<T> new_;
new_.x1_1 = x * other.x;
new_.x1_2 = x * other.y;
new_.x2_1 = y * other.x;
new_.x2_2 = y * other.y;
new_.x3_1 = z * other.x;
new_.x3_2 = z * other.y;
new_.x4_1 = w * other.x;
new_.x4_2 = w * other.y;
return new_;
}
template<Number T>
template<RowVector3 R>
constexpr mat4x3<T> vec4<T>::operator*(const R& other) const {
mat4x3<T> new_;
new_.x1_1 = x * other.x;
new_.x1_2 = x * other.y;
new_.x1_3 = x * other.z;
new_.x2_1 = y * other.x;
new_.x2_2 = y * other.y;
new_.x2_3 = y * other.z;
new_.x3_1 = z * other.x;
new_.x3_2 = z * other.y;
new_.x3_3 = z * other.z;
new_.x4_1 = w * other.x;
new_.x4_2 = w * other.y;
new_.x4_3 = w * other.z;
return new_;
}
template<Number T>
template<RowVector4 R>
constexpr mat4x4<T> vec4<T>::operator*(const R& other) const {
mat4x4<T> new_;
new_.x1_1 = x * other.x;
new_.x1_2 = x * other.y;
new_.x1_3 = x * other.z;
new_.x1_4 = x * other.w;
new_.x2_1 = y * other.x;
new_.x2_2 = y * other.y;
new_.x2_3 = y * other.z;
new_.x2_4 = y * other.w;
new_.x3_1 = z * other.x;
new_.x3_2 = z * other.y;
new_.x3_3 = z * other.z;
new_.x3_4 = z * other.w;
new_.x4_1 = w * other.x;
new_.x4_2 = w * other.y;
new_.x4_3 = w * other.z;
new_.x4_4 = w * other.w;
return new_;
}
template<Number T>
template<ColumnVector4 C>
constexpr bool vec4<T>::operator==(const C& other) const {
return x == other.x and y == other.y and z == other.z and w == other.w;
}
template<Number T>
template<ColumnVector4 C>
constexpr bool vec4<T>::operator<(const C& other) const {
return x < other.x and y < other.y and z < other.z and w < other.w;
}
template<Number T>
template<ColumnVector4 C>
constexpr bool vec4<T>::operator>(const C& other) const {
return x > other.x and y > other.y and z > other.z and w > other.w;
}
template<Number T>
template<ColumnVector4 C>
constexpr bool vec4<T>::operator!=(const C& other) const {
return x == other.x and y == other.y and z == other.z and w == other.w;
}
template<Number T>
template<ColumnVector4 C>
constexpr bool vec4<T>::operator<=(const C& other) const {
return x > other.x and y > other.y and z > other.z and w > other.w;
}
template<Number T>
template<ColumnVector4 C>
constexpr bool vec4<T>::operator>=(const C& other) const {
return x < other.x and y < other.y and z < other.z and w < other.w;
}
template<Number T>
template<Number N>
constexpr bool vec4<T>::operator==(const N& other) const {
return x == other and y == other and z == other and w == other;
}
template<Number T>
template<Number N>
constexpr bool vec4<T>::operator<(const N& other) const {
return x < other and y < other and z < other and w < other;
}
template<Number T>
template<Number N>
constexpr bool vec4<T>::operator>(const N& other) const {
return x > other and y > other and z > other and w > other;
}
template<Number T>
template<Number N>
constexpr bool vec4<T>::operator!=(const N& other) const {
return x == other and y == other and z == other and w == other;
}
template<Number T>
template<Number N>
constexpr bool vec4<T>::operator<=(const N& other) const {
return x > other and y > other and z > other and w > other;
}
template<Number T>
template<Number N>
constexpr bool vec4<T>::operator>=(const N& other) const {
return x < other and y < other and z < other and w < other;
}
template<Number T>
constexpr inline float vec4<T>::abs() const {
return std::sqrt(static_cast<float>(x * x) + static_cast<float>(y * y) + static_cast<float>(z * z) + static_cast<float>(w * w));
}
template<Number T>
constexpr inline T vec4<T>::min() const {
return *std::min_element(cbegin(), cend());
}
template<Number T>
constexpr inline T vec4<T>::max() const {
return *std::max_element(cbegin(), cend());
}
template<Number T>
template<Number N>
constexpr inline T vec4<T>::dot(const vec4<N>& other) const {
return x * static_cast<T>(other.x) + y * static_cast<T>(other.y) + z * static_cast<T>(other.z) + w * static_cast<T>(other.w);
}
template<Number T>
constexpr T vec4<T>::operator[](std::size_t i) const {
return *(&x + sizeof(T) * i);
}
template<Number T>
constexpr Iterator<T> vec4<T>::cbegin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> vec4<T>::cend() const {
return Iterator(const_cast<T*>(&w + sizeof(T)));
}
template<Number T>
constexpr Iterator<T> vec4<T>::begin() const {
return Iterator(const_cast<T*>(&x));
}
template<Number T>
constexpr Iterator<T> vec4<T>::end() const {
return Iterator(const_cast<T*>(&w + sizeof(T)));
}
} // namespace gz
#include "vec4.tpp"

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#pragma once
#include "concepts.hpp"
#include "../container/iterator.hpp"
namespace gz {
// Forward declarations
template<Number T>
class mat4x2;
template<Number T>
class mat4x3;
template<Number T>
class mat4x4;
template<Number T>
class rvec2;
template<Number T>
class rvec3;
template<Number T>
class rvec4;
/**
* @brief Class containing 4 numbers
*/
template<Number T>
class vec4 {
public:
/// just to satisfy concept ColumnVector
using isColumnVector = T;
// Constructors
/// Default constructor
constexpr vec4()
: x(0), y(0), z(0), w(0) {}
/// Create from scalar, all components will have value n
template<Number N>
constexpr vec4(const N n)
: x(static_cast<T>(n)), y(static_cast<T>(n)), z(static_cast<T>(n)), w(static_cast<T>(n)) {}
/// Create from n n n n
template<Number N1, Number N2, Number N3, Number N4>
constexpr vec4(N1 n1, N2 n2, N3 n3, N4 n4)
: x(static_cast<T>(n1)), y(static_cast<T>(n2)), z(static_cast<T>(n3)), w(static_cast<T>(n4)) {}
/// Create from n n vec2
template<Number N1, Number N2, Vector4 V1>
constexpr vec4(N1 n1, N2 n2, const V1& v1)
: x(static_cast<T>(n1)), y(static_cast<T>(n2)), z(static_cast<T>(v1.x)), w(static_cast<T>(v1.y)) {}
/// Create from n vec2 n
template<Number N1, Vector4 V1, Number N2>
constexpr vec4(N1 n1, const V1& v1, N2 n2)
: x(static_cast<T>(n1)), y(static_cast<T>(v1.x)), z(static_cast<T>(v1.y)), w(static_cast<T>(n2)) {}
/// Create from n vec3
template<Number N1, Vector4 V1>
constexpr vec4(N1 n1, const V1& v1)
: x(static_cast<T>(n1)), y(static_cast<T>(v1.x)), z(static_cast<T>(v1.y)), w(static_cast<T>(v1.z)) {}
/// Create from vec2 n n
template<Vector4 V1, Number N1, Number N2>
constexpr vec4(const V1& v1, N1 n1, N2 n2)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(n1)), w(static_cast<T>(n2)) {}
/// Create from vec2 vec2
template<Vector4 V1, Vector4 V2>
constexpr vec4(const V1& v1, const V2& v2)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(v2.x)), w(static_cast<T>(v2.y)) {}
/// Create from vec3 n
template<Vector4 V1, Number N1>
constexpr vec4(const V1& v1, N1 n1)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(v1.z)), w(static_cast<T>(n1)) {}
/// Create from vec4
template<Vector4 V1>
constexpr vec4(const V1& v1)
: x(static_cast<T>(v1.x)), y(static_cast<T>(v1.y)), z(static_cast<T>(v1.z)), w(static_cast<T>(v1.w)) {}
// Values
T x;
T y;
T z;
T w;
// Assignment
/// Component-wise assignment
template<Number N>
constexpr void operator=(const vec4<N>& other);
/// Assignment from scalar
template<Number N>
constexpr void operator=(const N& other);
// Arithmetic
// Vectorial
/// Component-wise +
template<ColumnVector4 C>
constexpr vec4<T> operator+(const C& other) const;
/// Component-wise -
template<ColumnVector4 C>
constexpr vec4<T> operator-(const C& other) const;
/// Component-wise %
template<ColumnVector4 C>
constexpr vec4<T> operator%(const C& other) const;
/// Component-wise *
template<ColumnVector4 C>
constexpr vec4<T> compWiseMult(const C& other) const;
/// Component-wise /
template<ColumnVector4 C>
constexpr vec4<T> compWiseDiv(const C& other) const;
/// Component-wise assignment +=
template<ColumnVector4 C>
constexpr void operator+=(const C& other);
/// Component-wise assignment -=
template<ColumnVector4 C>
constexpr void operator-=(const C& other);
/// Component-wise assignment %=
template<ColumnVector4 C>
constexpr void operator%=(const C& other);
/// Component-wise assignment *=
template<ColumnVector4 C>
constexpr void compWiseAssMult(const C& other);
/// Component-wise assignment /=
template<ColumnVector4 C>
constexpr void compWiseAssDiv(const C& other);
// Scalar
/// Component-wise + with scalar
template<Number N>
constexpr vec4<T> operator+(const N& other) const;
/// Component-wise - with scalar
template<Number N>
constexpr vec4<T> operator-(const N& other) const;
/// Component-wise % with scalar
template<Number N>
constexpr vec4<T> operator%(const N& other) const;
/// Component-wise * with scalar
template<Number N>
constexpr vec4<T> compWiseMult(const N& other) const;
/// Component-wise / with scalar
template<Number N>
constexpr vec4<T> compWiseDiv(const N& other) const;
/// Component-wise assignment += from scalar
template<Number N>
constexpr void operator+=(const N& other);
/// Component-wise assignment -= from scalar
template<Number N>
constexpr void operator-=(const N& other);
/// Component-wise assignment %= from scalar
template<Number N>
constexpr void operator%=(const N& other);
/// Component-wise assignment *= from scalar
template<Number N>
constexpr void compWiseAssMult(const N& other);
/// Component-wise assignment /= from scalar
template<Number N>
constexpr void compWiseAssDiv(const N& other);
// Matrix Multiplication
/// Matrix multiplication with rvec2 -> mat4x2
template<RowVector2 R>
constexpr mat4x2<T> operator*(const R& other) const;
/// Matrix multiplication with rvec3 -> mat4x3
template<RowVector3 R>
constexpr mat4x3<T> operator*(const R& other) const;
/// Matrix multiplication with rvec4 -> mat4x4
template<RowVector4 R>
constexpr mat4x4<T> operator*(const R& other) const;
// Comparison
// Vectorial
/// Component-wise comparison == (and)
template<ColumnVector4 C>
constexpr bool operator==(const C& other) const;
/// Component-wise comparison < (and)
template<ColumnVector4 C>
constexpr bool operator<(const C& other) const;
/// Component-wise comparison > (and)
template<ColumnVector4 C>
constexpr bool operator>(const C& other) const;
/// Component-wise comparison != (and)
template<ColumnVector4 C>
constexpr bool operator!=(const C& other) const;
/// Component-wise comparison <= (and)
template<ColumnVector4 C>
constexpr bool operator<=(const C& other) const;
/// Component-wise comparison >= (and)
template<ColumnVector4 C>
constexpr bool operator>=(const C& other) const;
// Scalar
/// Component-wise comparison == (and)
template<Number N>
constexpr bool operator==(const N& other) const;
/// Component-wise comparison < (and)
template<Number N>
constexpr bool operator<(const N& other) const;
/// Component-wise comparison > (and)
template<Number N>
constexpr bool operator>(const N& other) const;
/// Component-wise comparison != (and)
template<Number N>
constexpr bool operator!=(const N& other) const;
/// Component-wise comparison <= (and)
template<Number N>
constexpr bool operator<=(const N& other) const;
/// Component-wise comparison >= (and)
template<Number N>
constexpr bool operator>=(const N& other) const;
// Functional
/// Returns the absolute value of the vector (sqrt of scalar product with itself)
constexpr inline float abs() const;
/// Returns the min of the components
constexpr inline T min() const;
/// Returns the max of the components
constexpr inline T max() const;
/// Scalar product (x1 * other.x1 + x2 * other.x2 ...)
template<Number N>
constexpr inline T dot(const vec4<N>& other) const;
// Utility
/// Get the ith element. i starts at 0
constexpr T operator[](std::size_t i) const;
/// Return an Iterator to the first element
constexpr Iterator<T> cbegin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> cend() const;
/// Return an Iterator to the first element
constexpr Iterator<T> begin() const;
/// Return an Iterator past the last element
constexpr Iterator<T> end() const;
}; // vec4
using vec4f = vec4<float>;
using vec4d = vec4<double>;
using vec4i = vec4<int>;
using vec4u = vec4<unsigned int>;
static_assert(ColumnVector4<vec4<int>>, "vec4<int> does not satisfy the concept ColumnVector4");
} // namespace gz

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