Divide::Rect< T > Class Template Reference

#include <MathVectors.h>

Inheritance diagram for Divide::Rect< T >:

Public Member Functions
template<typename U > requires std::is_pod_v<U>
bool	contains (U xIn, U yIn) const noexcept
bool	contains (const vec2< T > coords) const noexcept
bool	contains (T xIn, T yIn) const noexcept
vec2< T >	clamp (T xIn, T yIn) const noexcept
vec2< T >	clamp (const vec2< T > coords) const noexcept
Public Member Functions inherited from Divide::vec4< T >
	vec4 () noexcept
	vec4 (T xIn, T yIn, T zIn, T wIn) noexcept
	vec4 (T xIn, T yIn, T zIn) noexcept
template<typename U > requires std::is_pod_v<U>
	vec4 (U xIn, U yIn, U zIn, U wIn) noexcept
template<typename U > requires std::is_pod_v<U>
	vec4 (U xIn, U yIn, U zIn) noexcept
	vec4 (__m128 reg) noexcept
	vec4 (const SimdVector< T > &reg) noexcept
	vec4 (T value) noexcept
template<typename U > requires std::is_pod_v<U>
	vec4 (U value) noexcept
	vec4 (const T *v) noexcept
	vec4 (const vec2< T > v) noexcept
	vec4 (const vec2< T > v, T zIn) noexcept
	vec4 (const vec2< T > v, T zIn, T wIn) noexcept
	vec4 (const vec3< T > &v) noexcept
	vec4 (const vec3< T > &v, T wIn) noexcept
template<typename U > requires std::is_pod_v<U>
	vec4 (const vec2< U > v) noexcept
template<typename U > requires std::is_pod_v<U>
	vec4 (const vec3< U > &v) noexcept
template<typename U > requires std::is_pod_v<U>
	vec4 (const vec4< U > &v) noexcept
bool	operator> (const vec4 &v) const noexcept
bool	operator< (const vec4 &v) const noexcept
bool	operator<= (const vec4 &v) const noexcept
bool	operator>= (const vec4 &v) const noexcept
bool	operator== (const vec4 &v) const noexcept
bool	operator!= (const vec4 &v) const noexcept
template<typename U > requires std::is_pod_v<U>
bool	operator!= (const vec4< U > &v) const noexcept
template<typename U > requires std::is_pod_v<U>
bool	operator== (const vec4< U > &v) const noexcept
template<typename U > requires std::is_pod_v<U>
vec4	operator- (U _f) const noexcept
template<typename U > requires std::is_pod_v<U>
vec4	operator+ (U _f) const noexcept
template<typename U > requires std::is_pod_v<U>
vec4	operator* (U _f) const noexcept
template<typename U > requires std::is_pod_v<U>
vec4	operator/ (U _f) const noexcept
vec4	operator- () const noexcept
template<typename U > requires std::is_pod_v<U>
vec4	operator+ (const vec4< U > &v) const noexcept
template<typename U > requires std::is_pod_v<U>
vec4	operator- (const vec4< U > &v) const noexcept
template<typename U > requires std::is_pod_v<U>
vec4	operator* (const vec4< U > &v) const noexcept
template<typename U > requires std::is_pod_v<U>
vec4	operator/ (const vec4< U > &v) const noexcept
template<typename U > requires std::is_pod_v<U>
vec4 &	operator+= (U _f) noexcept
template<typename U > requires std::is_pod_v<U>
vec4 &	operator-= (U _f) noexcept
template<typename U > requires std::is_pod_v<U>
vec4 &	operator*= (U _f) noexcept
template<typename U > requires std::is_pod_v<U>
vec4 &	operator/= (U _f) noexcept
template<typename U > requires std::is_pod_v<U>
vec4 &	operator*= (const vec4< U > &v) noexcept
template<typename U > requires std::is_pod_v<U>
vec4 &	operator/= (const vec4< U > &v) noexcept
template<typename U > requires std::is_pod_v<U>
vec4 &	operator+= (const vec4< U > &v) noexcept
template<typename U > requires std::is_pod_v<U>
vec4 &	operator-= (const vec4< U > &v) noexcept
	operator T* () noexcept
	operator const T * () const noexcept
template<typename U > requires std::is_unsigned_v<U>
T &	operator[] (U i) noexcept
template<typename U > requires std::is_unsigned_v<U>
const T &	operator[] (U _i) const noexcept
vec2< T >	rb () const noexcept
	GLSL like accessors (const to prevent erroneous usage like .xyz() += n)
vec2< T >	xz () const noexcept
vec2< T >	ra () const noexcept
vec2< T >	xw () const noexcept
vec2< T >	ga () const noexcept
vec2< T >	yw () const noexcept
vec3< T >	bgr () const noexcept
vec3< T >	zyx () const noexcept
vec3< T >	rga () const noexcept
vec3< T >	xyw () const noexcept
void	rb (const vec2< T > rb) noexcept
void	xz (const vec2< T > xz) noexcept
void	xz (T xIn, T zIn) noexcept
void	ra (const vec2< T > ra) noexcept
void	xw (const vec2< T > xw) noexcept
void	xw (T xIn, T wIn) noexcept
void	ga (const vec2< T > ga) noexcept
void	yw (const vec2< T > yw) noexcept
void	yw (T yIn, T wIn) noexcept
void	bgr (const vec3< T > &bgr) noexcept
void	zyx (const vec3< T > &zyx) noexcept
void	rga (const vec3< T > &rga) noexcept
void	xyw (const vec3< T > &xyw) noexcept
void	xyw (T xIn, T yIn, T wIn) noexcept
void	xzw (T xIn, T zIn, T wIn) noexcept
void	set (const T *v) noexcept
	set the 4 components of the vector manually using a source pointer to a (large enough) array
void	set (T value) noexcept
	set the 4 components of the vector manually
void	set (T xIn, T yIn, T zIn, T wIn) noexcept
	set the 4 components of the vector manually
template<typename U > requires std::is_pod_v<U>
void	set (U xIn, U yIn, U zIn, U wIn) noexcept
void	set (const vec4 &v) noexcept
	set the 4 components of the vector using a source vector
void	set (const vec3< T > &v) noexcept
	set the 4 components of the vector using a smaller source vector
void	set (const vec3< T > &v, T wIn) noexcept
	set the 4 components of the vector using a smaller source vector
void	set (const vec2< T > v) noexcept
	set the 4 components of the vector using a smaller source vector
void	set (const vec2< T > v1, const vec2< T > v2) noexcept
	set the 4 components of the vector using smaller source vectors
void	reset () noexcept
	set all the components back to 0
template<typename U > requires std::is_pod_v<U>
bool	compare (const vec4< U > &v) const noexcept
	compare 2 vectors
template<typename U > requires std::is_pod_v<U>
bool	compare (const vec4< U > &v, U epsi) const noexcept
	compare 2 vectors within the specified tolerance
void	swap (vec4 *iv) noexcept
	swap the components of this vector with that of the specified one
void	swap (vec4 &iv) noexcept
	swap the components of this vector with that of the specified one
vec4 &	normalize () noexcept
	transform the vector to unit length
template<typename U > requires std::is_pod_v<U>
bool	isPerpendicular (const vec4< U > &other, F32 epsilon=EPSILON_F32) const noexcept
	The current vector is perpendicular to the specified one within epsilon.
T	minComponent () const noexcept
	get the smallest value of X,Y,Z or W
T	maxComponent () const noexcept
	get the largest value of X,Y,Z or W
T	dot (const vec4 &v) const noexcept
	calculate the dot product between this vector and the specified one
T	length () const noexcept
	return the vector's length
T	lengthSquared () const noexcept
	return the squared distance of the vector
vec4	projectToNorm (const vec4< T > &direction)
	project this vector onto the given direction
void	round () noexcept
	round all four values
void	lerp (const vec4 &v, T factor) noexcept
	lerp between this and the specified vector by the specified amount
void	lerp (const vec4 &v, const vec4 &factor) noexcept
	lerp between this and the specified vector by the specified amount for each component
FORCE_INLINE vec4< F32 >	operator- (const F32 _f) const noexcept
FORCE_INLINE vec4< F32 > &	operator-= (const F32 _f) noexcept
FORCE_INLINE vec4< F32 >	operator+ (const F32 _f) const noexcept
FORCE_INLINE vec4< F32 > &	operator+= (const F32 _f) noexcept
FORCE_INLINE vec4< F32 >	operator* (const F32 _f) const noexcept
FORCE_INLINE vec4< F32 > &	operator*= (const F32 _f) noexcept
FORCE_INLINE vec4< F32 >	operator/ (const F32 _f) const noexcept
FORCE_INLINE vec4< F32 > &	operator/= (const F32 _f) noexcept
FORCE_INLINE vec4< F32 >	operator+ (const vec4< F32 > &v) const noexcept
FORCE_INLINE vec4< F32 > &	operator+= (const vec4< F32 > &v) noexcept
FORCE_INLINE vec4< F32 >	operator- (const vec4< F32 > &v) const noexcept
FORCE_INLINE vec4< F32 > &	operator-= (const vec4< F32 > &v) noexcept
FORCE_INLINE vec4< F32 >	operator/ (const vec4< F32 > &v) const noexcept
FORCE_INLINE vec4< F32 > &	operator/= (const vec4< F32 > &v) noexcept
FORCE_INLINE vec4< F32 >	operator* (const vec4< F32 > &v) const noexcept
FORCE_INLINE vec4< F32 > &	operator*= (const vec4< F32 > &v) noexcept
template<typename U > requires std::is_pod_v<U>
FORCE_INLINE bool	compare (const vec4< U > &v) const noexcept
	compare 2 vectors
FORCE_INLINE bool	compare (const vec4< F32 > &v) const noexcept
template<typename U > requires std::is_pod_v<U>
FORCE_INLINE bool	compare (const vec4< U > &v, const U epsi) const noexcept
	compare this vector with the one specified and see if they match within the specified amount
FORCE_INLINE void	swap (vec4< F32 > *iv) noexcept
FORCE_INLINE F32	length () const noexcept
FORCE_INLINE vec4< F32 > &	normalize () noexcept
template<typename U > requires std::is_pod_v<U>
FORCE_INLINE bool	isPerpendicular (const vec4< U > &other, const F32 epsilon) const noexcept
	The current vector is perpendicular to the specified one within epsilon.

Additional Inherited Members
Public Attributes inherited from Divide::vec4< T >
union {
struct {
T   x
T   y
T   z
T   w
}
struct {
T   s
T   t
T   p
T   q
}
struct {
T   r
T   g
T   b
T   a
}
struct {
T   pitch
T   yaw
T   roll
T   _pad0
}
struct {
T   turn
T   move
T   zoom
T   _pad1
}
struct {
T   left
T   right
T   bottom
T   top
}
struct {
T   fov
T   ratio
T   zNear
T   zFar
}
struct {
T   width
T   height
T   depth
T   key
}
struct {
T   offsetX
T   offsetY
T   sizeX
T   sizeY
}
struct {
vec2< T >   xy
vec2< T >   zw
}
struct {
vec2< T >   rg
vec2< T >   ba
}
struct {
vec3< T >   xyz
T   _w
}
struct {
vec3< T >   rgb
T   _a
}
struct {
T   _x
vec3< T >   yzw
}
struct {
T   _r
vec3< T >   gba
}
struct {
T   _x1
vec2< T >   yz
T   _w1
}
struct {
T   _r1
vec2< T >   gb
T   _a1
}
T   _v [4] = {T{0}, T{0}, T{0}, T{1}}
SimdVector< T >   _reg
};

Detailed Description

template<typename T>
class Divide::Rect< T >

Definition at line 1459 of file MathVectors.h.

Member Function Documentation

clamp() [1/2]

template<typename T >

vec2< T > Divide::Rect< T >::clamp ( const vec2< T >  coords ) const

inlinenoexcept

Definition at line 1481 of file MathVectors.h.

clamp() [2/2]

template<typename T >

vec2< T > Divide::Rect< T >::clamp ( T  xIn, T  yIn  ) const

inlinenoexcept

Definition at line 1477 of file MathVectors.h.

contains() [1/3]

template<typename T >

bool Divide::Rect< T >::contains ( const vec2< T >  coords ) const

inlinenoexcept

Definition at line 1469 of file MathVectors.h.

contains() [2/3]

template<typename T >

bool Divide::Rect< T >::contains ( T  xIn, T  yIn  ) const

inlinenoexcept

Definition at line 1473 of file MathVectors.h.

contains() [3/3]

template<typename T >

template<typename U >
requires std::is_pod_v<U>

bool Divide::Rect< T >::contains ( U  xIn, U  yIn  ) const

inlinenoexcept

Definition at line 1465 of file MathVectors.h.

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

• G:/Divide-Framework/Source/Core/Math/Headers/MathHelper.h
• G:/Divide-Framework/Source/Core/Math/Headers/MathVectors.h