MathVectors.inl File Reference

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Namespaces
namespace	Divide
	Handle console commands that start with a forward slash.
namespace	Divide::AVX

Macros
#define	DVD_CORE_MATH_MATH_VECTORS_INL_

Functions
bool	Divide::AVX::Fneq128 (__m128 const &a, __m128 const &b) noexcept
bool	Divide::AVX::Fneq128 (__m128 const &a, __m128 const &b, const F32 epsilon) noexcept
__m128	Divide::AVX::DotSimd (const __m128 &a, const __m128 &b) noexcept
__m128	Divide::AVX::SimpleDot (__m128 a, __m128 b) noexcept
template<typename T >
FORCE_INLINE vec2< T >	Divide::Cross (const vec2< T > v1, const vec2< T > v2) noexcept
	general vec2 cross function
template<typename T >
FORCE_INLINE vec2< T >	Divide::Inverse (const vec2< T > v) noexcept
template<typename T >
FORCE_INLINE vec2< T >	Divide::Normalize (vec2< T > vector) noexcept
template<typename T >
FORCE_INLINE vec2< T >	Divide::Normalized (const vec2< T > vector) noexcept
template<typename T >
FORCE_INLINE vec2< T >	Divide::operator* (T fl, const vec2< T > v) noexcept
	multiply a vector by a value
template<typename T >
FORCE_INLINE T	Divide::Dot (const vec2< T > a, const vec2< T > b) noexcept
	general vec2 dot product
template<typename T >
FORCE_INLINE void	Divide::OrthoNormalize (vec2< T > &n, vec2< T > &u) noexcept
template<typename T >
FORCE_INLINE vec2< T >	Divide::Clamped (const vec2< T > v, const vec2< T > min, const vec2< T > max) noexcept
template<typename T >
FORCE_INLINE vec3< T >	Divide::Normalize (vec3< T > &vector) noexcept
template<typename T >
FORCE_INLINE vec3< T >	Divide::Normalized (const vec3< T > &vector) noexcept
template<typename T >
FORCE_INLINE vec3< T >	Divide::operator* (T fl, const vec3< T > &v) noexcept
	multiply a vector by a value
template<typename T >
FORCE_INLINE T	Divide::Dot (const vec3< T > &a, const vec3< T > &b) noexcept
	general vec3 dot product
template<typename T >
FORCE_INLINE vec3< T >	Divide::Cross (const vec3< T > &v1, const vec3< T > &v2) noexcept
	general vec3 cross function
template<typename T >
FORCE_INLINE vec3< T >	Divide::AreOrthogonal (const vec3< T > &v1, const vec3< T > &v2) noexcept
template<typename T >
FORCE_INLINE vec3< T >	Divide::Inverse (const vec3< T > &v) noexcept
template<typename T >
FORCE_INLINE vec3< T >	Divide::Perpendicular (const vec3< T > &v) noexcept
template<typename T >
FORCE_INLINE vec3< T >	Divide::ProjectToNorm (const vec3< T > &in, const vec3< T > &direction)
template<typename T >
FORCE_INLINE void	Divide::OrthoNormalize (vec3< T > &n, vec3< T > &u) noexcept
template<typename T >
FORCE_INLINE void	Divide::OrthoNormalize (vec3< T > &v1, vec3< T > &v2, vec3< T > &v3) noexcept
template<typename T >
FORCE_INLINE vec3< T >	Divide::Clamped (const vec3< T > &v, const vec3< T > &min, const vec3< T > &max) noexcept
template<typename T >
FORCE_INLINE vec4< T >	Divide::Abs (const vec4< T > &vector) noexcept
template<typename T >
FORCE_INLINE vec4< T >	Divide::Min (const vec4< T > &v1, const vec4< T > &v2) noexcept
	min/max functions
template<typename T >
FORCE_INLINE vec4< T >	Divide::Max (const vec4< T > &v1, const vec4< T > &v2) noexcept
template<typename T >
FORCE_INLINE vec4< T >	Divide::Normalize (vec4< T > &vector) noexcept
template<typename T >
FORCE_INLINE vec4< T >	Divide::Normalized (const vec4< T > &vector) noexcept
template<typename T >
FORCE_INLINE void	Divide::OrthoNormalize (vec4< T > &n, vec4< T > &u)
template<typename T >
FORCE_INLINE void	Divide::OrthoNormalize (vec4< T > &v1, vec4< T > &v2, vec4< T > &v3)
template<typename T >
FORCE_INLINE vec4< T >	Divide::Perpendicular (const vec4< T > &vec, const vec4< T > &hint1, const vec4< T > &hint2) noexcept
template<typename T >
FORCE_INLINE vec4< T >	Divide::Clamped (const vec4< T > &v, const vec4< T > &min, const vec4< T > &max) noexcept
template<typename T >
FORCE_INLINE vec4< T >	Divide::operator* (T fl, const vec4< T > &v) noexcept
	multiply a vector by a value
template<typename T , typename U > requires std::is_pod_v<U>
FORCE_INLINE vec2< T >	Divide::Lerp (const vec2< T > u, const vec2< T > v, U factor) noexcept
	linear interpolation between 2 vectors
template<typename T >
FORCE_INLINE vec2< T >	Divide::Lerp (const vec2< T > u, const vec2< T > v, const vec2< T > factor) noexcept
	linear interpolation between 2 vectors based on separate x and y factors
template<typename T , typename U > requires std::is_pod_v<U>
FORCE_INLINE vec3< T >	Divide::Lerp (const vec3< T > &u, const vec3< T > &v, U factor) noexcept
	lerp between the 2 specified vectors by the specified amount
template<typename T >
FORCE_INLINE vec3< T >	Divide::Lerp (const vec3< T > &u, const vec3< T > &v, const vec3< T > &factor) noexcept
	lerp between the 2 specified vectors by the specified amount for each component
template<typename T >
FORCE_INLINE vec3< T >	Divide::Abs (const vec3< T > &vector) noexcept
template<typename T >
FORCE_INLINE vec3< T >	Divide::Min (const vec3< T > &v1, const vec3< T > &v2) noexcept
template<typename T >
FORCE_INLINE vec3< T >	Divide::Max (const vec3< T > &v1, const vec3< T > &v2) noexcept
template<typename T >
FORCE_INLINE T	Divide::Dot (const vec4< T > &a, const vec4< T > &b) noexcept
	general vec4 dot product
template<>
FORCE_INLINE F32	Divide::Dot (const vec4< F32 > &a, const vec4< F32 > &b) noexcept
template<typename T >
FORCE_INLINE vec4< T >	Divide::Lerp (const vec4< T > &u, const vec4< T > &v, T factor) noexcept
	lerp between the 2 vectors by the specified amount
template<typename T >
FORCE_INLINE vec4< T >	Divide::Lerp (const vec4< T > &u, const vec4< T > &v, const vec4< T > &factor) noexcept
	lerp between the 2 specified vectors by the specified amount for each component
template<typename Type >
FORCE_INLINE vec2< Type >	Divide::Random (const vec2< Type > min, const vec2< Type > max)
template<typename Type >
FORCE_INLINE vec3< Type >	Divide::Random (const vec3< Type > &min, const vec3< Type > &max)
template<typename Type >
FORCE_INLINE vec4< Type >	Divide::Random (const vec4< Type > &min, const vec4< Type > &max)

Macro Definition Documentation

DVD_CORE_MATH_MATH_VECTORS_INL_

#define DVD_CORE_MATH_MATH_VECTORS_INL_

Definition at line 32 of file MathVectors.inl.