#include <ImathVec.h>

Public Types
typedef T	BaseType

Public Member Functions
ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 T &	operator[] (int i) noexcept
	Element access by index.

constexpr ATOMSMATH_HOSTDEVICE const T &	operator[] (int i) const noexcept
	Element access by index.

short	length () const noexcept=delete

const Vec4< short > &	normalize () noexcept=delete

const Vec4< short > &	normalizeExc ()=delete

const Vec4< short > &	normalizeNonNull () noexcept=delete

Vec4< short >	normalized () const noexcept=delete

Vec4< short >	normalizedExc () const=delete

Vec4< short >	normalizedNonNull () const noexcept=delete

int	length () const noexcept=delete

const Vec4< int > &	normalize () noexcept=delete

const Vec4< int > &	normalizeExc ()=delete

const Vec4< int > &	normalizeNonNull () noexcept=delete

Vec4< int >	normalized () const noexcept=delete

Vec4< int >	normalizedExc () const=delete

Vec4< int >	normalizedNonNull () const noexcept=delete

template<class S >
constexpr	Vec4 (const Vec4< S > &v) noexcept

template<class S >
constexpr	Vec4 (const Vec3< S > &v) noexcept

template<class S >
constexpr bool	operator== (const Vec4< S > &v) const noexcept

template<class S >
constexpr bool	operator!= (const Vec4< S > &v) const noexcept

Constructors and Assignment
ATOMSMATH_HOSTDEVICE	Vec4 () noexcept
	Uninitialized by default.

constexpr ATOMSMATH_HOSTDEVICE	Vec4 (T a) noexcept
	Initialize to a scalar `(a,a,a,a)`

constexpr ATOMSMATH_HOSTDEVICE	Vec4 (T a, T b, T c, T d) noexcept
	Initialize to given elements `(a,b,c,d)`

constexpr ATOMSMATH_HOSTDEVICE	Vec4 (const Vec4 &v) noexcept
	Copy constructor.

template<class S >
constexpr ATOMSMATH_HOSTDEVICE	Vec4 (const Vec4< S > &v) noexcept
	Construct from Vec4 of another base type.

template<class S >
constexpr ATOMSMATH_HOSTDEVICE	Vec4 (const Vec3< S > &v) noexcept
	Vec3 to Vec4 conversion, sets w to 1.

ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 const Vec4 &	operator= (const Vec4 &v) noexcept
	Assignment.

	~Vec4 () noexcept=default
	Destructor.

Arithmetic and Comparison
template<class S >
constexpr ATOMSMATH_HOSTDEVICE bool	operator== (const Vec4< S > &v) const noexcept
	Equality.

template<class S >
constexpr ATOMSMATH_HOSTDEVICE bool	operator!= (const Vec4< S > &v) const noexcept
	Inequality.

ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 bool	equalWithAbsError (const Vec4< T > &v, T e) const noexcept

ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 bool	equalWithRelError (const Vec4< T > &v, T e) const noexcept

constexpr ATOMSMATH_HOSTDEVICE T	dot (const Vec4 &v) const noexcept
	Dot product.

constexpr ATOMSMATH_HOSTDEVICE T	operator^ (const Vec4 &v) const noexcept
	Dot product.

ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 const Vec4 &	operator+= (const Vec4 &v) noexcept
	Component-wise addition.

constexpr ATOMSMATH_HOSTDEVICE Vec4	operator+ (const Vec4 &v) const noexcept
	Component-wise addition.

ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 const Vec4 &	operator-= (const Vec4 &v) noexcept
	Component-wise subtraction.

constexpr ATOMSMATH_HOSTDEVICE Vec4	operator- (const Vec4 &v) const noexcept
	Component-wise subtraction.

constexpr ATOMSMATH_HOSTDEVICE Vec4	operator- () const noexcept
	Component-wise multiplication by -1.

ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 const Vec4 &	negate () noexcept
	Component-wise multiplication by -1.

ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 const Vec4 &	operator*= (const Vec4 &v) noexcept
	Component-wise multiplication.

ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 const Vec4 &	operator*= (T a) noexcept
	Component-wise multiplication.

constexpr ATOMSMATH_HOSTDEVICE Vec4	operator* (const Vec4 &v) const noexcept
	Component-wise multiplication.

constexpr ATOMSMATH_HOSTDEVICE Vec4	operator* (T a) const noexcept
	Component-wise multiplication.

ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 const Vec4 &	operator/= (const Vec4 &v) noexcept
	Component-wise division.

ATOMSMATH_HOSTDEVICE ATOMSMATH_CONSTEXPR14 const Vec4 &	operator/= (T a) noexcept
	Component-wise division.

constexpr ATOMSMATH_HOSTDEVICE Vec4	operator/ (const Vec4 &v) const noexcept
	Component-wise division.

constexpr ATOMSMATH_HOSTDEVICE Vec4	operator/ (T a) const noexcept
	Component-wise division.

Query and Manipulation
ATOMSMATH_HOSTDEVICE T	length () const noexcept
	Return the Euclidean norm.

constexpr ATOMSMATH_HOSTDEVICE T	length2 () const noexcept

ATOMSMATH_HOSTDEVICE const Vec4 &	normalize () noexcept
	Normalize in place. If length()==0, return a null vector.

const Vec4 &	normalizeExc ()
	Normalize in place. If length()==0, throw an exception.

ATOMSMATH_HOSTDEVICE const Vec4 &	normalizeNonNull () noexcept

ATOMSMATH_HOSTDEVICE Vec4< T >	normalized () const noexcept
	Return a normalized vector. Does not modify *this.

Vec4< T >	normalizedExc () const

ATOMSMATH_HOSTDEVICE Vec4< T >	normalizedNonNull () const noexcept

Static Public Member Functions
constexpr static ATOMSMATH_HOSTDEVICE unsigned int	dimensions () noexcept
	Return the number of dimensions, i.e. 4.

Numeric Limits
constexpr static ATOMSMATH_HOSTDEVICE T	baseTypeLowest () noexcept
	Largest possible negative value.

constexpr static ATOMSMATH_HOSTDEVICE T	baseTypeMax () noexcept
	Largest possible positive value.

constexpr static ATOMSMATH_HOSTDEVICE T	baseTypeSmallest () noexcept
	Smallest possible positive value.

constexpr static ATOMSMATH_HOSTDEVICE T	baseTypeEpsilon () noexcept
	Smallest possible e for which 1+e != 1.

Public Attributes
Direct access to elements
T	x

T	y

T	z

T	w

Detailed Description

template<class T>
class Vec4< T >

4-element vector

Member Typedef Documentation

◆ BaseType

template<class T >

typedef T Vec4< T >::BaseType

The base type: In templates that accept a parameter V, you can refer to T as V::BaseType

Member Function Documentation

◆ equalWithAbsError()

template<class T >

ATOMSMATH_CONSTEXPR14 bool Vec4< T >::equalWithAbsError	(	const Vec4< T > &	v,
		T	e
	)		const

inlinenoexcept

Compare two matrices and test if they are "approximately equal":

Returns: True if the coefficients of this and m are the same with an absolute error of no more than e, i.e., for all i, j:

abs (this[i][j] - m[i][j]) <= e

◆ equalWithRelError()

template<class T >

ATOMSMATH_CONSTEXPR14 bool Vec4< T >::equalWithRelError	(	const Vec4< T > &	v,
		T	e
	)		const

inlinenoexcept

Compare two matrices and test if they are "approximately equal":

Returns: True if the coefficients of this and m are the same with a relative error of no more than e, i.e., for all i, j:

abs (this[i] - v[i][j]) <= e * abs (this[i][j])

◆ length2()

template<class T >

constexpr T Vec4< T >::length2

inlineconstexprnoexcept

Return the square of the Euclidean norm, i.e. the dot product with itself.

◆ normalizedExc()

template<class T >

Vec4< T > Vec4< T >::normalizedExc

inline

Return a normalized vector. Does not modify *this. Throw an exception if length()==0.

◆ normalizedNonNull()

template<class T >

Vec4< T > Vec4< T >::normalizedNonNull

inlinenoexcept

Return a normalized vector. Does not modify *this, and does not check for length()==0. Slightly faster than the other normalization routines, but if v.length() is 0.0, the result is undefined.

◆ normalizeNonNull()

template<class T >

const Vec4< T > & Vec4< T >::normalizeNonNull

inlinenoexcept

Normalize without any checks for length()==0. Slightly faster than the other normalization routines, but if v.length() is 0.0, the result is undefined.

The documentation for this class was generated from the following file:

C:/projects/AtomsVFX/Atoms/Public/AtomsMath/ImathVec.h

Public Types

Public Member Functions

Static Public Member Functions

Public Attributes

Detailed Description

template<class T> class Vec4< T >

Member Typedef Documentation

◆ BaseType

Member Function Documentation

◆ equalWithAbsError()

◆ equalWithRelError()

◆ length2()

◆ normalizedExc()

◆ normalizedNonNull()

◆ normalizeNonNull()

template<class T>
class Vec4< T >