Defines math operations on ESIMD vector data types. More...

Collaboration diagram for ESIMD math operations.:

Modules
	Hardware-accelerated math.
	This is a group of APIs implementing standard math operations which are also directly supported by the hardware. Usually the hardware support is a specific message to the "extended math" GPU "shared function" unit, sent via the `math` instruction. Most of the operations do not conform to OpenCL requirements for accuracy, so should be used with care.

Namespaces
	sycl::_V1::ext::intel::esimd::detail

Functions
template<typename T0 , typename T1 , int SZ>
__ESIMD_API std::enable_if_t<!detail::is_generic_floating_point_v< T0 >\|\|std::is_same_v< T1, T0 >, simd< T0, SZ > >	sycl::_V1::ext::intel::esimd::saturate (simd< T1, SZ > src)
	Conversion of input vector elements of type `T1` into vector of elements of type `T0` with saturation. More...

template<typename TRes , typename TArg , int SZ>
ESIMD_DETAIL __ESIMD_API std::enable_if_t< !std::is_same< std::remove_const_t< TRes >, std::remove_const_t< TArg > >::value, simd< TRes, SZ > >	sycl::_V1::ext::intel::esimd::abs (simd< TArg, SZ > src0)
	Get absolute value (vector version) More...

template<typename TRes , typename TArg >
__ESIMD_API std::enable_if_t<!std::is_same< std::remove_const_t< TRes >, std::remove_const_t< TArg > >::value &&detail::is_esimd_scalar< TRes >::value &&detail::is_esimd_scalar< TArg >::value, std::remove_const_t< TRes > >	sycl::_V1::ext::intel::esimd::abs (TArg src0)
	Get absolute value (scalar version) More...

template<typename T1 , int SZ>
__ESIMD_API simd< T1, SZ >	sycl::_V1::ext::intel::esimd::abs (simd< T1, SZ > src0)
	Get absolute value (vector version). More...

template<typename T1 >
__ESIMD_API std::enable_if_t< detail::is_esimd_scalar< T1 >::value, std::remove_const_t< T1 > >	sycl::_V1::ext::intel::esimd::abs (T1 src0)
	Get absolute value (scalar version). More...

template<typename T , int SZ, class Sat = saturation_off_tag>
__ESIMD_API simd< T, SZ >	sycl::_V1::ext::intel::esimd::max (simd< T, SZ > src0, simd< T, SZ > src1, Sat sat={})
	Selects component-wise the maximum of the two vectors. More...

template<typename T , int SZ, class Sat = saturation_off_tag>
__ESIMD_API std::enable_if_t< detail::is_esimd_scalar< T >::value, simd< T, SZ > >	sycl::_V1::ext::intel::esimd::max (simd< T, SZ > src0, T src1, Sat sat={})
	Selects maximums for each element of the input vector and a scalar. More...

template<typename T , int SZ, class Sat = saturation_off_tag>
__ESIMD_API std::enable_if_t< detail::is_esimd_scalar< T >::value, simd< T, SZ > >	sycl::_V1::ext::intel::esimd::max (T src0, simd< T, SZ > src1, Sat sat={})
	Selects maximums for each element of the input scalar and a vector. More...

template<typename T , class Sat = saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< detail::is_esimd_scalar< T >::value, T >	sycl::_V1::ext::intel::esimd::max (T src0, T src1, Sat sat={})
	Selects maximum between two scalar values. More...

template<typename T , int SZ, class Sat = saturation_off_tag>
__ESIMD_API simd< T, SZ >	sycl::_V1::ext::intel::esimd::min (simd< T, SZ > src0, simd< T, SZ > src1, Sat sat={})
	Selects component-wise the minimum of the two vectors. More...

template<typename T , int SZ, class Sat = saturation_off_tag>
__ESIMD_API std::enable_if_t< detail::is_esimd_scalar< T >::value, simd< T, SZ > >	sycl::_V1::ext::intel::esimd::min (simd< T, SZ > src0, T src1, Sat sat={})
	Selects minimums for each element of the input vector and a scalar. More...

template<typename T , int SZ, class Sat = saturation_off_tag>
__ESIMD_API std::enable_if_t< detail::is_esimd_scalar< T >::value, simd< T, SZ > >	sycl::_V1::ext::intel::esimd::min (T src0, simd< T, SZ > src1, Sat sat={})
	Selects minimums for each element of the input scalar and a vector. More...

template<typename T , class Sat = saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< detail::is_esimd_scalar< T >::value, T >	sycl::_V1::ext::intel::esimd::min (T src0, T src1, Sat sat={})
	Selects minimum between two scalar values. More...

template<class T , int SZ, class Sat = saturation_off_tag>
ESIMD_DETAIL ESIMD_NODEBUG ESIMD_INLINE simd< T, SZ >	sycl::_V1::ext::intel::esimd::log (simd< T, SZ > src0, Sat sat={})
	Computes the natural logarithm of the given argument. More...

template<class T , class Sat = saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE T	sycl::_V1::ext::intel::esimd::log (T src0, Sat sat={})

template<class T , int SZ, class Sat = saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE simd< T, SZ >	sycl::_V1::ext::intel::esimd::exp (simd< T, SZ > src0, Sat sat={})
	Computes e raised to the power of the given argument. More...

template<class T , class Sat = saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE T	sycl::_V1::ext::intel::esimd::exp (T src0, Sat sat={})

template<typename T1 , typename T2 , typename T3 , typename T4 , int N, class Sat = saturation_off_tag>
__ESIMD_API std::enable_if_t< detail::is_dword_type< T1 >::value &&detail::is_dword_type< T2 >::value &&detail::is_dword_type< T3 >::value &&detail::is_dword_type< T4 >::value, simd< T1, N > >	sycl::_V1::ext::intel::esimd::dp4a (simd< T2, N > src0, simd< T3, N > src1, simd< T4, N > src2, Sat sat={})
	DP4A. More...

template<typename T0 , typename T1 , int SZ>
ESIMD_INLINE ESIMD_NODEBUG T0	sycl::_V1::ext::intel::esimd::hmax (simd< T1, SZ > v)
	ESIMD_DETAIL. More...

template<typename T0 , typename T1 , int SZ>
ESIMD_INLINE ESIMD_NODEBUG T0	sycl::_V1::ext::intel::esimd::hmin (simd< T1, SZ > v)
	Performs 'minimum' operation reduction over elements of the input vector, that is, returns the minimal vector element. More...

template<typename T0 , typename T1 , int SZ, typename BinaryOperation >
ESIMD_INLINE ESIMD_NODEBUG T0	sycl::_V1::ext::intel::esimd::reduce (simd< T1, SZ > v, BinaryOperation op)
	Performs reduction over elements of the input vector. More...

template<typename T0 , typename T1 , typename U , int SZ>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_dword_type< T0 >::value &&__ESIMD_DNS::is_dword_type< T1 >::value &&__ESIMD_DNS::is_dword_type< U >::value, sycl::ext::intel::esimd::simd< T0, SZ > >	sycl::_V1::ext::intel::experimental::esimd::imul (sycl::ext::intel::esimd::simd< T0, SZ > &rmd, sycl::ext::intel::esimd::simd< T1, SZ > src0, U src1)

template<typename T0 , typename T1 , typename U , int SZ>
__ESIMD_API std::enable_if_t< __ESIMD_DNS::is_esimd_scalar< U >::value, sycl::ext::intel::esimd::simd< T0, SZ > >	sycl::_V1::ext::intel::experimental::esimd::imul (sycl::ext::intel::esimd::simd< T0, SZ > &rmd, U src0, sycl::ext::intel::esimd::simd< T1, SZ > src1)

template<typename T0 , typename T , typename U >
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_esimd_scalar< T >::value &&__ESIMD_DNS::is_esimd_scalar< U >::value &&__ESIMD_DNS::is_esimd_scalar< T0 >::value, T0 >	sycl::_V1::ext::intel::experimental::esimd::imul (sycl::ext::intel::esimd::simd< T0, 1 > &rmd, T src0, U src1)

template<typename T , int SZ, typename U >
__ESIMD_API std::enable_if_t< std::is_integral< T >::value &&std::is_integral< U >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::quot (sycl::ext::intel::esimd::simd< T, SZ > src0, U src1)
	Integral quotient (vector version) More...

template<typename T0 , typename T1 >
__ESIMD_API std::enable_if_t< __ESIMD_DNS::is_esimd_scalar< T0 >::value &&__ESIMD_DNS::is_esimd_scalar< T1 >::value &&std::is_integral< T0 >::value &&std::is_integral< T1 >::value, std::remove_const_t< T0 > >	sycl::_V1::ext::intel::experimental::esimd::quot (T0 src0, T1 src1)
	Integral quotient (scalar version) More...

template<typename T , int SZ, typename U >
__ESIMD_API std::enable_if_t< std::is_integral< T >::value &&std::is_integral< U >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::mod (sycl::ext::intel::esimd::simd< T, SZ > src0, U src1)
	Modulo (vector version) More...

template<typename T0 , typename T1 >
__ESIMD_API std::enable_if_t< __ESIMD_DNS::is_esimd_scalar< T0 >::value &&__ESIMD_DNS::is_esimd_scalar< T1 >::value &&std::is_integral< T0 >::value &&std::is_integral< T1 >::value, std::remove_const_t< T0 > >	sycl::_V1::ext::intel::experimental::esimd::mod (T0 src0, T1 src1)
	Modulo (scalar version) More...

template<typename T , int SZ, typename U >
__ESIMD_API std::enable_if_t< std::is_integral< T >::value &&std::is_integral< U >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::div (sycl::ext::intel::esimd::simd< T, SZ > &remainder, sycl::ext::intel::esimd::simd< T, SZ > src0, U src1)
	Integral division with a vector dividend and a scalar divisor. More...

template<typename T , int SZ, typename U >
__ESIMD_API std::enable_if_t< std::is_integral< T >::value &&std::is_integral< U >::value &&__ESIMD_DNS::is_esimd_scalar< U >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::div (sycl::ext::intel::esimd::simd< T, SZ > &remainder, U src0, sycl::ext::intel::esimd::simd< T, SZ > src1)
	Integral division with a scalar dividend and a vector divisor. More...

template<typename RT , typename T0 , typename T1 >
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_esimd_scalar< RT >::value &&__ESIMD_DNS::is_esimd_scalar< T0 >::value &&__ESIMD_DNS::is_esimd_scalar< T1 >::value, std::remove_const_t< RT > >	sycl::_V1::ext::intel::experimental::esimd::div (sycl::ext::intel::esimd::simd< std::remove_const_t< RT >, 1 > &remainder, T0 src0, T1 src1)
	Integral division (scalar version). More...

template<typename T0 , typename T1 , int SZ, typename U , class Sat = sycl::ext::intel::esimd::saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_fp_or_dword_type< T1 >::value &&std::is_floating_point< T1 >::value &&__ESIMD_DNS::is_fp_or_dword_type< U >::value &&std::is_floating_point< U >::value, sycl::ext::intel::esimd::simd< T0, SZ > >	sycl::_V1::ext::intel::experimental::esimd::dp2 (sycl::ext::intel::esimd::simd< T1, SZ > src0, U src1, Sat sat={})
	Dot product on groups of 4 elements. More...

template<typename T0 , typename T1 , int SZ, typename U , class Sat = sycl::ext::intel::esimd::saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_fp_or_dword_type< T1 >::value &&std::is_floating_point< T1 >::value &&__ESIMD_DNS::is_fp_or_dword_type< U >::value &&std::is_floating_point< U >::value, sycl::ext::intel::esimd::simd< T0, SZ > >	sycl::_V1::ext::intel::experimental::esimd::dp3 (sycl::ext::intel::esimd::simd< T1, SZ > src0, U src1, Sat sat={})
	Dot product on groups of 4 elements. More...

template<typename T0 , typename T1 , int SZ, typename U , class Sat = sycl::ext::intel::esimd::saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_fp_or_dword_type< T1 >::value &&std::is_floating_point< T1 >::value &&__ESIMD_DNS::is_fp_or_dword_type< U >::value &&std::is_floating_point< U >::value, sycl::ext::intel::esimd::simd< T0, SZ > >	sycl::_V1::ext::intel::experimental::esimd::dp4 (sycl::ext::intel::esimd::simd< T1, SZ > src0, U src1, Sat sat={})
	Dot product on groups of 4 elements. More...

template<typename T , typename U , int SZ, class Sat = sycl::ext::intel::esimd::saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_fp_or_dword_type< T >::value &&std::is_floating_point< T >::value &&__ESIMD_DNS::is_fp_or_dword_type< U >::value &&std::is_floating_point< U >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::dph (sycl::ext::intel::esimd::simd< T, SZ > src0, U src1, Sat sat={})
	Dot product on groups of 4 elements. More...

template<typename T , int SZ, class Sat = sycl::ext::intel::esimd::saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_fp_or_dword_type< T >::value &&std::is_floating_point< T >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::line (sycl::ext::intel::esimd::simd< T, 4 > src0, sycl::ext::intel::esimd::simd< T, SZ > src1, Sat sat={})
	Linear equation. More...

template<typename T , int SZ, class Sat = sycl::ext::intel::esimd::saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_fp_or_dword_type< T >::value &&std::is_floating_point< T >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::line (float P, float Q, sycl::ext::intel::esimd::simd< T, SZ > src1, Sat sat={})
	Linear equation. More...

template<typename T , int SZ>
__ESIMD_API sycl::ext::intel::esimd::simd< T, SZ >	sycl::_V1::ext::intel::experimental::esimd::frc (sycl::ext::intel::esimd::simd< T, SZ > src0)
	Performs component-wise truncate-to-minus-infinity fraction operation of `src0`. More...

template<typename T >
__ESIMD_API T	sycl::_V1::ext::intel::experimental::esimd::frc (T src0)
	Performs truncate-to-minus-infinity fraction operation of `src0`. More...

template<typename RT , typename T0 , int SZ, class Sat = sycl::ext::intel::esimd::saturation_off_tag>
__ESIMD_API sycl::ext::intel::esimd::simd< RT, SZ >	sycl::_V1::ext::intel::experimental::esimd::lzd (sycl::ext::intel::esimd::simd< T0, SZ > src0, Sat sat={})

template<typename RT , typename T0 , class Sat = sycl::ext::intel::esimd::saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_esimd_scalar< RT >::value &&__ESIMD_DNS::is_esimd_scalar< T0 >::value, std::remove_const_t< RT > >	sycl::_V1::ext::intel::experimental::esimd::lzd (T0 src0, Sat sat={})

template<typename T , int SZ, typename U , typename V , class Sat = sycl::ext::intel::esimd::saturation_off_tag>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< __ESIMD_DNS::is_fp_or_dword_type< T >::value &&std::is_floating_point< T >::value &&__ESIMD_DNS::is_fp_or_dword_type< U >::value &&std::is_floating_point< U >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::lrp (sycl::ext::intel::esimd::simd< T, SZ > src0, U src1, V src2, Sat sat={})

template<int SZ, typename U , class Sat = sycl::ext::intel::esimd::saturation_off_tag>
__ESIMD_API sycl::ext::intel::esimd::simd< float, SZ >	sycl::_V1::ext::intel::experimental::esimd::sincos (sycl::ext::intel::esimd::simd< float, SZ > &dstcos, U src0, Sat sat={})

template<typename T , int SZ>
ESIMD_DETAIL ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< std::is_floating_point< T >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::atan (sycl::ext::intel::esimd::simd< T, SZ > src0)

template<typename T >
__ESIMD_API std::enable_if_t< std::is_floating_point< T >::value, T >	sycl::_V1::ext::intel::experimental::esimd::atan (T src0)

template<typename T , int SZ>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< std::is_floating_point< T >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::acos (sycl::ext::intel::esimd::simd< T, SZ > src0)

template<typename T >
__ESIMD_API std::enable_if_t< std::is_floating_point< T >::value, T >	sycl::_V1::ext::intel::experimental::esimd::acos (T src0)

template<typename T , int SZ>
ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t< std::is_floating_point< T >::value, sycl::ext::intel::esimd::simd< T, SZ > >	sycl::_V1::ext::intel::experimental::esimd::asin (sycl::ext::intel::esimd::simd< T, SZ > src0)

template<typename T >
__ESIMD_API std::enable_if_t< std::is_floating_point< T >::value, T >	sycl::_V1::ext::intel::experimental::esimd::asin (T src0)

template<int N>
sycl::ext::intel::esimd::simd< float, N >	sycl::_V1::ext::intel::experimental::esimd::atan2_fast (sycl::ext::intel::esimd::simd< float, N > y, sycl::ext::intel::esimd::simd< float, N > x)

template<typename T >
float	sycl::_V1::ext::intel::experimental::esimd::atan2_fast (T y, T x)

template<int N>
sycl::ext::intel::esimd::simd< float, N >	sycl::_V1::ext::intel::experimental::esimd::atan2 (sycl::ext::intel::esimd::simd< float, N > y, sycl::ext::intel::esimd::simd< float, N > x)

template<typename T >
float	sycl::_V1::ext::intel::experimental::esimd::atan2 (T y, T x)

template<int N>
sycl::ext::intel::esimd::simd< float, N >	sycl::_V1::ext::intel::experimental::esimd::fmod (sycl::ext::intel::esimd::simd< float, N > y, sycl::ext::intel::esimd::simd< float, N > x)

template<typename T >
float	sycl::_V1::ext::intel::experimental::esimd::fmod (T y, T x)

template<int N>
sycl::ext::intel::esimd::simd< float, N >	sycl::_V1::ext::intel::experimental::esimd::sin_emu (sycl::ext::intel::esimd::simd< float, N > x)

template<typename T >
float	sycl::_V1::ext::intel::experimental::esimd::sin_emu (T x)

template<int N>
sycl::ext::intel::esimd::simd< float, N >	sycl::_V1::ext::intel::experimental::esimd::cos_emu (sycl::ext::intel::esimd::simd< float, N > x)

template<typename T >
float	sycl::_V1::ext::intel::experimental::esimd::cos_emu (T x)

float	sycl::_V1::ext::intel::experimental::esimd::tanh_cody_waite (float x)

template<int N>
sycl::ext::intel::esimd::simd< float, N >	sycl::_V1::ext::intel::experimental::esimd::tanh_cody_waite (sycl::ext::intel::esimd::simd< float, N > x)

float	sycl::_V1::ext::intel::experimental::esimd::tanh (float x)

template<int N>
sycl::ext::intel::esimd::simd< float, N >	sycl::_V1::ext::intel::experimental::esimd::tanh (sycl::ext::intel::esimd::simd< float, N > x)

template<>
ESIMD_INLINE float	sycl::_V1::ext::intel::experimental::esimd::atan2_fast (float y, float x)

template<>
ESIMD_INLINE float	sycl::_V1::ext::intel::experimental::esimd::atan2 (float y, float x)

template<>
ESIMD_INLINE float	sycl::_V1::ext::intel::experimental::esimd::fmod (float y, float x)

template<typename T , int N>
sycl::ext::intel::esimd::simd< T, N >	sycl::_V1::ext::intel::experimental::esimd::dp4 (sycl::ext::intel::esimd::simd< T, N > v1, sycl::ext::intel::esimd::simd< T, N > v2)

Detailed Description

Defines math operations on ESIMD vector data types.

Function Documentation

◆ abs() [1/4]

template<typename T1 , int SZ>

__ESIMD_API simd<T1, SZ> sycl::_V1::ext::intel::esimd::abs ( simd< T1, SZ > src0 )

Get absolute value (vector version).

This is a specialization of a version with three template parameters, where the element types of the input and output vector are the same.

Template Parameters

T1	element type of the input and output vectors.
SZ	size of the input and returned vectors.

Parameters

src0	the input vector.

Returns: vector of absolute values.

Definition at line 153 of file math.hpp.

◆ abs() [2/4]

template<typename TRes , typename TArg , int SZ>

ESIMD_DETAIL __ESIMD_API std::enable_if_t< !std::is_same<std::remove_const_t<TRes>, std::remove_const_t<TArg> >::value, simd<TRes, SZ> > sycl::_V1::ext::intel::esimd::abs ( simd< TArg, SZ > src0 )

Get absolute value (vector version)

Template Parameters

TRes	element type of the returned vector.
TArg	element type of the input vector.
SZ	size of the input and returned vector.

Parameters

src0	the input vector.

Returns: vector of absolute values.

Definition at line 127 of file math.hpp.

◆ abs() [3/4]

template<typename T1 >

__ESIMD_API std::enable_if_t<detail::is_esimd_scalar<T1>::value, std::remove_const_t<T1> > sycl::_V1::ext::intel::esimd::abs ( T1 src0 )

Get absolute value (scalar version).

This is a specialization of a version with two template parameters, where the types of the input and output value are the same.

Template Parameters

T1	element type of the input and output value.

Parameters

src0	the source operand.

Returns: absolute value.

Definition at line 166 of file math.hpp.

Referenced by sycl::_V1::ext::intel::experimental::esimd::acos(), sycl::_V1::ext::intel::experimental::esimd::asin(), sycl::_V1::ext::intel::experimental::esimd::atan(), and sycl::_V1::ext::intel::experimental::esimd::fmod().

◆ abs() [4/4]

template<typename TRes , typename TArg >

__ESIMD_API std::enable_if_t<!std::is_same<std::remove_const_t<TRes>, std::remove_const_t<TArg> >::value && detail::is_esimd_scalar<TRes>::value && detail::is_esimd_scalar<TArg>::value, std::remove_const_t<TRes> > sycl::_V1::ext::intel::esimd::abs ( TArg src0 )

Get absolute value (scalar version)

Template Parameters

T0	element type of the returned value.
T1	element type of the input value.

Parameters

src0	the source operand.

Returns: absolute value.

Definition at line 142 of file math.hpp.

◆ acos() [1/2]

template<typename T , int SZ>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<std::is_floating_point<T>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::acos ( sycl::ext::intel::esimd::simd< T, SZ > src0 )

Definition at line 1199 of file math.hpp.

References sycl::_V1::ext::intel::esimd::abs(), and sycl::_V1::ext::intel::esimd::rsqrt().

◆ acos() [2/2]

template<typename T >

__ESIMD_API std::enable_if_t<std::is_floating_point<T>::value, T> sycl::_V1::ext::intel::experimental::esimd::acos ( T src0 )

Definition at line 1226 of file math.hpp.

Referenced by sycl::_V1::ext::intel::experimental::esimd::asin().

◆ asin() [1/2]

template<typename T , int SZ>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<std::is_floating_point<T>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::asin ( sycl::ext::intel::esimd::simd< T, SZ > src0 )

Definition at line 1237 of file math.hpp.

References sycl::_V1::ext::intel::esimd::abs(), and sycl::_V1::ext::intel::experimental::esimd::acos().

◆ asin() [2/2]

template<typename T >

__ESIMD_API std::enable_if_t<std::is_floating_point<T>::value, T> sycl::_V1::ext::intel::experimental::esimd::asin ( T src0 )

Definition at line 1248 of file math.hpp.

◆ atan() [1/2]

template<typename T , int SZ>

ESIMD_DETAIL ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<std::is_floating_point<T>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::atan ( sycl::ext::intel::esimd::simd< T, SZ > src0 )

Definition at line 1162 of file math.hpp.

References sycl::_V1::ext::intel::esimd::abs(), and sycl::_V1::ext::intel::esimd::inv().

◆ atan() [2/2]

template<typename T >

__ESIMD_API std::enable_if_t<std::is_floating_point<T>::value, T> sycl::_V1::ext::intel::experimental::esimd::atan ( T src0 )

Definition at line 1188 of file math.hpp.

Referenced by sycl::_V1::ext::intel::experimental::esimd::atan2().

◆ atan2() [1/3]

template<>

ESIMD_INLINE float sycl::_V1::ext::intel::experimental::esimd::atan2	(	float	y,
		float	x
	)

Definition at line 1376 of file math.hpp.

References sycl::_V1::ext::intel::experimental::esimd::atan().

Referenced by sycl::_V1::ext::intel::experimental::esimd::atan2(), and sycl::_V1::ext::intel::experimental::esimd::atan2_fast().

◆ atan2() [2/3]

template<int N>

sycl::ext::intel::esimd::simd<float, N> sycl::_V1::ext::intel::experimental::esimd::atan2	(	sycl::ext::intel::esimd::simd< float, N >	y,
		sycl::ext::intel::esimd::simd< float, N >	x
	)

Definition at line 1360 of file math.hpp.

References sycl::_V1::ext::intel::experimental::esimd::atan(), sycl::_V1::ext::intel::experimental::esimd::atan2(), and sycl::_V1::ext::intel::esimd::sqrt().

◆ atan2() [3/3]

template<typename T >

float sycl::_V1::ext::intel::experimental::esimd::atan2	(	T	y,
		T	x
	)

Definition at line 80 of file builtins.hpp.

Referenced by __host_std::sycl_host_atan2().

◆ atan2_fast() [1/3]

template<>

ESIMD_INLINE float sycl::_V1::ext::intel::experimental::esimd::atan2_fast	(	float	y,
		float	x
	)

Definition at line 1350 of file math.hpp.

References sycl::_V1::ext::intel::experimental::esimd::atan2().

◆ atan2_fast() [2/3]

template<int N>

sycl::ext::intel::esimd::simd<float, N> sycl::_V1::ext::intel::experimental::esimd::atan2_fast	(	sycl::ext::intel::esimd::simd< float, N >	y,
		sycl::ext::intel::esimd::simd< float, N >	x
	)

Definition at line 1324 of file math.hpp.

References sycl::_V1::ext::intel::experimental::esimd::atan2().

◆ atan2_fast() [3/3]

template<typename T >

float sycl::_V1::ext::intel::experimental::esimd::atan2_fast	(	T	y,
		T	x
	)

◆ cos_emu() [1/2]

template<int N>

sycl::ext::intel::esimd::simd<float, N> sycl::_V1::ext::intel::experimental::esimd::cos_emu ( sycl::ext::intel::esimd::simd< float, N > x )

Definition at line 1488 of file math.hpp.

References sycl::_V1::ext::intel::experimental::esimd::fmod(), and sycl::_V1::sign().

◆ cos_emu() [2/2]

template<typename T >

float sycl::_V1::ext::intel::experimental::esimd::cos_emu ( T x )

Definition at line 1521 of file math.hpp.

References sycl::_V1::ext::intel::experimental::esimd::fmod(), and sycl::_V1::sign().

◆ div() [1/3]

template<typename RT , typename T0 , typename T1 >

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_esimd_scalar<RT>::value && __ESIMD_DNS::is_esimd_scalar<T0>::value && __ESIMD_DNS::is_esimd_scalar<T1>::value, std::remove_const_t<RT> > sycl::_V1::ext::intel::experimental::esimd::div	(	sycl::ext::intel::esimd::simd< std::remove_const_t< RT >, 1 > &	remainder,
		T0	src0,
		T1	src1
	)

Integral division (scalar version).

Computes quotient and remainder of division.

Template Parameters

RT	element type of the output remainder vector.
T0	element type of the dividend `src0`.
T1	element type of the divisor `src1`.

Parameters

[out]	remainder	the vector of size 1 with a remainder from division.
	src0	the dividend scalar value.
	src1	the divisor scalar value.

Returns: scalar quotient value.

Definition at line 603 of file math.hpp.

References sycl::_V1::remainder().

◆ div() [2/3]

template<typename T , int SZ, typename U >

__ESIMD_API std::enable_if_t<std::is_integral<T>::value && std::is_integral<U>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::div	(	sycl::ext::intel::esimd::simd< T, SZ > &	remainder,
		sycl::ext::intel::esimd::simd< T, SZ >	src0,
		U	src1
	)

Integral division with a vector dividend and a scalar divisor.

Computes quotient and remainder of division.

Template Parameters

T	element type of the input and return vectors.
SZ	size of the input and returned vectors.
U	type of scalar operand `src1`.

Parameters

[out]	remainder	the vector of remainders from a division operation.
	src0	the dividend input vector.
	src1	the divisor scalar value.

Returns: vector of quotient elements.

Definition at line 562 of file math.hpp.

References sycl::_V1::remainder().

◆ div() [3/3]

template<typename T , int SZ, typename U >

__ESIMD_API std::enable_if_t<std::is_integral<T>::value && std::is_integral<U>::value && __ESIMD_DNS::is_esimd_scalar<U>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::div	(	sycl::ext::intel::esimd::simd< T, SZ > &	remainder,
		U	src0,
		sycl::ext::intel::esimd::simd< T, SZ >	src1
	)

Integral division with a scalar dividend and a vector divisor.

Computes quotient and remainder of division.

Template Parameters

T	element type of the input and return vectors.
SZ	size of the input and returned vectors.
U	type of scalar operand `src1`.

Parameters

[out]	remainder	the vector of remainders from a division operation.
	src0	the dividend scalar value.
	src1	the divisor input vector.

Returns: vector of quotient elements.

Definition at line 582 of file math.hpp.

References sycl::_V1::remainder().

◆ dp2()

template<typename T0 , typename T1 , int SZ, typename U , class Sat = sycl::ext::intel::esimd::saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_fp_or_dword_type<T1>::value && std::is_floating_point<T1>::value && __ESIMD_DNS::is_fp_or_dword_type<U>::value && std::is_floating_point<U>::value, sycl::ext::intel::esimd::simd<T0, SZ> > sycl::_V1::ext::intel::experimental::esimd::dp2	(	sycl::ext::intel::esimd::simd< T1, SZ >	src0,
		U	src1,
		Sat	sat = `{}`
	)

Dot product on groups of 4 elements.

Template Parameters

T0	element type of the returned vector.
T1	element type of the input vector. Must be a float type.
SZ	size of the input and returned vectors. Must be a multiple of 4.
U	type of scalar operand `src1`. Must be a float type.

Parameters

src0	the input vector.
src1	the scalar value.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: vector of elements.

Definition at line 788 of file math.hpp.

◆ dp3()

template<typename T0 , typename T1 , int SZ, typename U , class Sat = sycl::ext::intel::esimd::saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_fp_or_dword_type<T1>::value && std::is_floating_point<T1>::value && __ESIMD_DNS::is_fp_or_dword_type<U>::value && std::is_floating_point<U>::value, sycl::ext::intel::esimd::simd<T0, SZ> > sycl::_V1::ext::intel::experimental::esimd::dp3	(	sycl::ext::intel::esimd::simd< T1, SZ >	src0,
		U	src1,
		Sat	sat = `{}`
	)

Dot product on groups of 4 elements.

Template Parameters

T0	element type of the returned vector.
T1	element type of the input vector. Must be a float type.
SZ	size of the input and returned vectors. Must be a multiple of 4.
U	type of scalar operand `src1`. Must be a float type.

Parameters

src0	the input vector.
src1	the scalar value.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: vector of elements.

Definition at line 821 of file math.hpp.

◆ dp4() [1/2]

template<typename T , int N>

sycl::ext::intel::esimd::simd<T, N> sycl::_V1::ext::intel::experimental::esimd::dp4	(	sycl::ext::intel::esimd::simd< T, N >	v1,
		sycl::ext::intel::esimd::simd< T, N >	v2
	)

Definition at line 1662 of file math.hpp.

◆ dp4() [2/2]

template<typename T0 , typename T1 , int SZ, typename U , class Sat = sycl::ext::intel::esimd::saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_fp_or_dword_type<T1>::value && std::is_floating_point<T1>::value && __ESIMD_DNS::is_fp_or_dword_type<U>::value && std::is_floating_point<U>::value, sycl::ext::intel::esimd::simd<T0, SZ> > sycl::_V1::ext::intel::experimental::esimd::dp4	(	sycl::ext::intel::esimd::simd< T1, SZ >	src0,
		U	src1,
		Sat	sat = `{}`
	)

Dot product on groups of 4 elements.

Template Parameters

T0	element type of the returned vector.
T1	element type of the input vector. Must be a float type.
SZ	size of the input and returned vectors. Must be a multiple of 4.
U	type of scalar operand `src1`. Must be a float type.

Parameters

src0	the input vector.
src1	the scalar value.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: vector of elements.

Definition at line 855 of file math.hpp.

◆ dp4a()

template<typename T1 , typename T2 , typename T3 , typename T4 , int N, class Sat = saturation_off_tag>

__ESIMD_API std::enable_if_t< detail::is_dword_type<T1>::value && detail::is_dword_type<T2>::value && detail::is_dword_type<T3>::value && detail::is_dword_type<T4>::value, simd<T1, N> > sycl::_V1::ext::intel::esimd::dp4a	(	simd< T2, N >	src0,
		simd< T3, N >	src1,
		simd< T4, N >	src2,
		Sat	sat = `{}`
	)

DP4A.

Parameters

src0	the first source operand of dp4a operation.
src1	the second source operand of dp4a operation.
src2	the third source operand of dp4a operation.
sat	saturation flag, which has default value of saturation_off.

Returns simd vector of the dp4a operation result.

Definition at line 860 of file math.hpp.

◆ dph()

template<typename T , typename U , int SZ, class Sat = sycl::ext::intel::esimd::saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_fp_or_dword_type<T>::value && std::is_floating_point<T>::value && __ESIMD_DNS::is_fp_or_dword_type<U>::value && std::is_floating_point<U>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::dph	(	sycl::ext::intel::esimd::simd< T, SZ >	src0,
		U	src1,
		Sat	sat = `{}`
	)

Dot product on groups of 4 elements.

Template Parameters

T0	element type of the returned vector.
T1	element type of the input vector. Must be a float type.
SZ	size of the input and returned vectors. Must be a multiple of 4.
U	type of scalar operand `src1`. Must be a float type.

Parameters

src0	the input vector.
src1	the scalar value.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: vector of elements.

Definition at line 890 of file math.hpp.

◆ exp() [1/2]

template<class T , int SZ, class Sat = saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE simd<T, SZ> sycl::_V1::ext::intel::esimd::exp	(	simd< T, SZ >	src0,
		Sat	sat = `{}`
	)

Computes e raised to the power of the given argument.

This is an emulated version based on the H/W supported exp2.

Parameters

the	source operand to compute base-e exponential of.

Returns: e raised to the power of src0.

Definition at line 491 of file math.hpp.

◆ exp() [2/2]

template<class T , class Sat = saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE T sycl::_V1::ext::intel::esimd::exp	(	T	src0,
		Sat	sat = `{}`
	)

Definition at line 497 of file math.hpp.

◆ fmod() [1/3]

template<>

ESIMD_INLINE float sycl::_V1::ext::intel::experimental::esimd::fmod	(	float	y,
		float	x
	)

Definition at line 1412 of file math.hpp.

Referenced by sycl::_V1::ext::intel::experimental::esimd::cos_emu(), sycl::_V1::ext::intel::experimental::esimd::fmod(), and sycl::_V1::ext::intel::experimental::esimd::sin_emu().

◆ fmod() [2/3]

template<int N>

sycl::ext::intel::esimd::simd<float, N> sycl::_V1::ext::intel::experimental::esimd::fmod	(	sycl::ext::intel::esimd::simd< float, N >	y,
		sycl::ext::intel::esimd::simd< float, N >	x
	)

Definition at line 1393 of file math.hpp.

References sycl::_V1::ext::intel::esimd::abs(), and sycl::_V1::ext::intel::experimental::esimd::fmod().

◆ fmod() [3/3]

template<typename T >

float sycl::_V1::ext::intel::experimental::esimd::fmod	(	T	y,
		T	x
	)

Definition at line 229 of file builtins.hpp.

◆ frc() [1/2]

template<typename T , int SZ>

__ESIMD_API sycl::ext::intel::esimd::simd<T, SZ> sycl::_V1::ext::intel::experimental::esimd::frc ( sycl::ext::intel::esimd::simd< T, SZ > src0 )

Performs component-wise truncate-to-minus-infinity fraction operation of src0.

(vector version)

Template Parameters

T	element type of the input vector `src0` and returned vector.
SZ	size of the second input vector and returned vectors.

Parameters

src0	the input vector.

Returns: vector of elements after fraction operation.

Definition at line 969 of file math.hpp.

◆ frc() [2/2]

template<typename T >

__ESIMD_API T sycl::_V1::ext::intel::experimental::esimd::frc ( T src0 )

Performs truncate-to-minus-infinity fraction operation of src0.

(scalar version)

Template Parameters

T	element type of the input `src0` and returned value.

Parameters

src0	the input scalar value.

Returns: result of a fraction operation.

Definition at line 979 of file math.hpp.

◆ hmax()

template<typename T0 , typename T1 , int SZ>

ESIMD_INLINE ESIMD_NODEBUG T0 sycl::_V1::ext::intel::esimd::hmax ( simd< T1, SZ > v )

ESIMD_DETAIL.

Performs 'maximum' operation reduction over elements of the input vector, that is, returns the maximal vector element.

Template Parameters

T0	type of the return value.
T1	element type of the input vector.
SZ	size of the input vector.

Parameters

v	the vector to perfrom reduction on

Returns: result of the reduction

Definition at line 1041 of file math.hpp.

◆ hmin()

template<typename T0 , typename T1 , int SZ>

ESIMD_INLINE ESIMD_NODEBUG T0 sycl::_V1::ext::intel::esimd::hmin ( simd< T1, SZ > v )

Performs 'minimum' operation reduction over elements of the input vector, that is, returns the minimal vector element.

Template Parameters

T0	type of the return value.
T1	element type of the input vector.
SZ	size of the input vector.

Parameters

v	the vector to perfrom reduction on

Returns: result of the reduction

Definition at line 1054 of file math.hpp.

◆ imul() [1/3]

template<typename T0 , typename T , typename U >

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_esimd_scalar<T>::value && __ESIMD_DNS::is_esimd_scalar<U>::value && __ESIMD_DNS::is_esimd_scalar<T0>::value, T0> sycl::_V1::ext::intel::experimental::esimd::imul	(	sycl::ext::intel::esimd::simd< T0, 1 > &	rmd,
		T	src0,
		U	src1
	)

Definition at line 479 of file math.hpp.

Referenced by sycl::_V1::ext::intel::experimental::esimd::imul().

◆ imul() [2/3]

template<typename T0 , typename T1 , typename U , int SZ>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_dword_type<T0>::value && __ESIMD_DNS::is_dword_type<T1>::value && __ESIMD_DNS::is_dword_type<U>::value, sycl::ext::intel::esimd::simd<T0, SZ> > sycl::_V1::ext::intel::experimental::esimd::imul	(	sycl::ext::intel::esimd::simd< T0, SZ > &	rmd,
		sycl::ext::intel::esimd::simd< T1, SZ >	src0,
		U	src1
	)

Definition at line 418 of file math.hpp.

◆ imul() [3/3]

template<typename T0 , typename T1 , typename U , int SZ>

__ESIMD_API std::enable_if_t<__ESIMD_DNS::is_esimd_scalar<U>::value, sycl::ext::intel::esimd::simd<T0, SZ> > sycl::_V1::ext::intel::experimental::esimd::imul	(	sycl::ext::intel::esimd::simd< T0, SZ > &	rmd,
		U	src0,
		sycl::ext::intel::esimd::simd< T1, SZ >	src1
	)

Definition at line 468 of file math.hpp.

References sycl::_V1::ext::intel::experimental::esimd::imul().

◆ line() [1/2]

template<typename T , int SZ, class Sat = sycl::ext::intel::esimd::saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_fp_or_dword_type<T>::value && std::is_floating_point<T>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::line	(	float	P,
		float	Q,
		sycl::ext::intel::esimd::simd< T, SZ >	src1,
		Sat	sat = `{}`
	)

Linear equation.

Template Parameters

T	element type of the first input vector `src0`. Must be a float type.
SZ	size of the second input vector and returned vectors. Must be a multiple of 4.

Parameters

P	the first input value.
Q	the second input value.
src1	the input vector.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: resulting vector from linear equation operation.

Definition at line 954 of file math.hpp.

◆ line() [2/2]

template<typename T , int SZ, class Sat = sycl::ext::intel::esimd::saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_fp_or_dword_type<T>::value && std::is_floating_point<T>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::line	(	sycl::ext::intel::esimd::simd< T, 4 >	src0,
		sycl::ext::intel::esimd::simd< T, SZ >	src1,
		Sat	sat = `{}`
	)

Linear equation.

Template Parameters

T	element type of the second input vector `src1` and returned vector. Must be a float type.
SZ	size of the second input vector and returned vectors. Must be a multiple of 4.

Parameters

src0	the first input vector of size 4.
src1	the input vector.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: resulting vector from linear equation operation.

Definition at line 921 of file math.hpp.

◆ log() [1/2]

template<class T , int SZ, class Sat = saturation_off_tag>

ESIMD_DETAIL ESIMD_NODEBUG ESIMD_INLINE simd<T, SZ> sycl::_V1::ext::intel::esimd::log	(	simd< T, SZ >	src0,
		Sat	sat = `{}`
	)

Computes the natural logarithm of the given argument.

This is an emulated version based on the H/W supported log2.

Parameters

the	source operand to compute base-e logarithm of.

Returns: the base-e logarithm of src0.

Definition at line 470 of file math.hpp.

◆ log() [2/2]

template<class T , class Sat = saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE T sycl::_V1::ext::intel::esimd::log	(	T	src0,
		Sat	sat = `{}`
	)

Definition at line 482 of file math.hpp.

◆ lrp()

template<typename T , int SZ, typename U , typename V , class Sat = sycl::ext::intel::esimd::saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_fp_or_dword_type<T>::value && std::is_floating_point<T>::value && __ESIMD_DNS::is_fp_or_dword_type<U>::value && std::is_floating_point<U>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::lrp	(	sycl::ext::intel::esimd::simd< T, SZ >	src0,
		U	src1,
		V	src2,
		Sat	sat = `{}`
	)

Definition at line 1046 of file math.hpp.

◆ lzd() [1/2]

template<typename RT , typename T0 , int SZ, class Sat = sycl::ext::intel::esimd::saturation_off_tag>

__ESIMD_API sycl::ext::intel::esimd::simd<RT, SZ> sycl::_V1::ext::intel::experimental::esimd::lzd	(	sycl::ext::intel::esimd::simd< T0, SZ >	src0,
		Sat	sat = `{}`
	)

Definition at line 988 of file math.hpp.

◆ lzd() [2/2]

template<typename RT , typename T0 , class Sat = sycl::ext::intel::esimd::saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<__ESIMD_DNS::is_esimd_scalar<RT>::value && __ESIMD_DNS::is_esimd_scalar<T0>::value, std::remove_const_t<RT> > sycl::_V1::ext::intel::experimental::esimd::lzd	(	T0	src0,
		Sat	sat = `{}`
	)

Definition at line 1000 of file math.hpp.

◆ max() [1/4]

template<typename T , int SZ, class Sat = saturation_off_tag>

__ESIMD_API simd<T, SZ> sycl::_V1::ext::intel::esimd::max	(	simd< T, SZ >	src0,
		simd< T, SZ >	src1,
		Sat	sat = `{}`
	)

Selects component-wise the maximum of the two vectors.

The source operands must be both of integer or both of floating-point type.

Template Parameters

T	element type of the input and return vectors.
SZ	size of the input and returned vectors.

Parameters

src0	the input vector.
src1	the input vector.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: vector of component-wise maximum elements.

Definition at line 180 of file math.hpp.

References max().

◆ max() [2/4]

template<typename T , int SZ, class Sat = saturation_off_tag>

__ESIMD_API std::enable_if_t<detail::is_esimd_scalar<T>::value, simd<T, SZ> > sycl::_V1::ext::intel::esimd::max	(	simd< T, SZ >	src0,
		T	src1,
		Sat	sat = `{}`
	)

Selects maximums for each element of the input vector and a scalar.

The source operands must be both of integer or both of floating-point type.

Template Parameters

T	element type of the input and return vectors.
SZ	size of the input and returned vectors.

Parameters

src0	the input vector.
src1	the scalar value.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: vector of component-wise maximum elements.

Definition at line 213 of file math.hpp.

References max().

◆ max() [3/4]

template<typename T , int SZ, class Sat = saturation_off_tag>

__ESIMD_API std::enable_if_t<detail::is_esimd_scalar<T>::value, simd<T, SZ> > sycl::_V1::ext::intel::esimd::max	(	T	src0,
		simd< T, SZ >	src1,
		Sat	sat = `{}`
	)

Selects maximums for each element of the input scalar and a vector.

The source operands must be both of integer or both of floating-point type.

Template Parameters

T	element type of the input and return vectors.
SZ	size of the input and returned vectors.

Parameters

src0	the scalar value.
src1	the input vector.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: vector of component-wise maximum elements.

Definition at line 231 of file math.hpp.

References max().

◆ max() [4/4]

template<typename T , class Sat = saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<detail::is_esimd_scalar<T>::value, T> sycl::_V1::ext::intel::esimd::max	(	T	src0,
		T	src1,
		Sat	sat = `{}`
	)

Selects maximum between two scalar values.

(scalar version) The source operands must be both of integer or both of floating-point type.

Template Parameters

T	element type of the input and return vectors.

Parameters

src0	the scalar value.
src1	the scalar value.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: maximum value between the two inputs.

Definition at line 248 of file math.hpp.

References max().

◆ min() [1/4]

template<typename T , int SZ, class Sat = saturation_off_tag>

__ESIMD_API simd<T, SZ> sycl::_V1::ext::intel::esimd::min	(	simd< T, SZ >	src0,
		simd< T, SZ >	src1,
		Sat	sat = `{}`
	)

Selects component-wise the minimum of the two vectors.

The source operands must be both of integer or both of floating-point type.

Template Parameters

T	element type of the input and return vectors.
SZ	size of the input and returned vectors.

Parameters

src0	the input vector.
src1	the input vector.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: vector of component-wise minimum elements.

Definition at line 265 of file math.hpp.

References min().

◆ min() [2/4]

template<typename T , int SZ, class Sat = saturation_off_tag>

__ESIMD_API std::enable_if_t<detail::is_esimd_scalar<T>::value, simd<T, SZ> > sycl::_V1::ext::intel::esimd::min	(	simd< T, SZ >	src0,
		T	src1,
		Sat	sat = `{}`
	)

Selects minimums for each element of the input vector and a scalar.

The source operands must be both of integer or both of floating-point type.

Template Parameters

T	element type of the input and return vectors.
SZ	size of the input and returned vectors.

Parameters

src0	the input vector.
src1	the scalar value.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: vector of component-wise minimum elements.

Definition at line 298 of file math.hpp.

References min().

◆ min() [3/4]

template<typename T , int SZ, class Sat = saturation_off_tag>

__ESIMD_API std::enable_if_t<detail::is_esimd_scalar<T>::value, simd<T, SZ> > sycl::_V1::ext::intel::esimd::min	(	T	src0,
		simd< T, SZ >	src1,
		Sat	sat = `{}`
	)

Selects minimums for each element of the input scalar and a vector.

The source operands must be both of integer or both of floating-point type.

Template Parameters

T	element type of the input and return vectors.
SZ	size of the input and returned vectors.

Parameters

src0	the scalar value.
src1	the input vector.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: vector of component-wise minimum elements.

Definition at line 316 of file math.hpp.

References min().

◆ min() [4/4]

template<typename T , class Sat = saturation_off_tag>

ESIMD_NODEBUG ESIMD_INLINE std::enable_if_t<detail::is_esimd_scalar<T>::value, T> sycl::_V1::ext::intel::esimd::min	(	T	src0,
		T	src1,
		Sat	sat = `{}`
	)

Selects minimum between two scalar values.

The source operands must be both of integer or both of floating-point type.

Template Parameters

T	element type of the input and return vectors.

Parameters

src0	the scalar value.
src1	the scalar value.
sat	enables/disables the saturation (off by default). Possible values: saturation_on/saturation_off.

Returns: minimum value between the two inputs.

Definition at line 333 of file math.hpp.

References min().

◆ mod() [1/2]

template<typename T , int SZ, typename U >

__ESIMD_API std::enable_if_t<std::is_integral<T>::value && std::is_integral<U>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::mod	(	sycl::ext::intel::esimd::simd< T, SZ >	src0,
		U	src1
	)

Modulo (vector version)

Template Parameters

T	element type of the input and return vectors.
SZ	size of the input and returned vectors.
U	type of scalar operand `src1`.

Parameters

src0	the dividend input vector.
src1	the divisor scalar value.

Returns: vector of elements after applying modulo operation.

Definition at line 529 of file math.hpp.

◆ mod() [2/2]

template<typename T0 , typename T1 >

__ESIMD_API std::enable_if_t<__ESIMD_DNS::is_esimd_scalar<T0>::value && __ESIMD_DNS::is_esimd_scalar<T1>::value && std::is_integral<T0>::value && std::is_integral<T1>::value, std::remove_const_t<T0> > sycl::_V1::ext::intel::experimental::esimd::mod	(	T0	src0,
		T1	src1
	)

Modulo (scalar version)

Template Parameters

T0	element type of the dividend `src0` and returned value.
T1	element type of the divisor `src1`.

Parameters

src0	the dividend.
src1	the divisor.

Returns: Modulo value.

Definition at line 545 of file math.hpp.

◆ quot() [1/2]

template<typename T , int SZ, typename U >

__ESIMD_API std::enable_if_t<std::is_integral<T>::value && std::is_integral<U>::value, sycl::ext::intel::esimd::simd<T, SZ> > sycl::_V1::ext::intel::experimental::esimd::quot	(	sycl::ext::intel::esimd::simd< T, SZ >	src0,
		U	src1
	)

Integral quotient (vector version)

Template Parameters

T	element type of the input and return vectors.
SZ	size of the input and returned vectors.
U	type of scalar operand `src1`.

Parameters

src0	the dividend input vector.
src1	the divisor scalar value.

Returns: vector of quotient elements.

Definition at line 498 of file math.hpp.

◆ quot() [2/2]

template<typename T0 , typename T1 >

__ESIMD_API std::enable_if_t<__ESIMD_DNS::is_esimd_scalar<T0>::value && __ESIMD_DNS::is_esimd_scalar<T1>::value && std::is_integral<T0>::value && std::is_integral<T1>::value, std::remove_const_t<T0> > sycl::_V1::ext::intel::experimental::esimd::quot	(	T0	src0,
		T1	src1
	)

Integral quotient (scalar version)

Template Parameters

T0	element type of the dividend `src0` and returned value.
T1	element type of the divisor `src1`.

Parameters

src0	the dividend.
src1	the divisor.

Returns: quotient value.

Definition at line 514 of file math.hpp.

◆ reduce()

template<typename T0 , typename T1 , int SZ, typename BinaryOperation >

ESIMD_INLINE ESIMD_NODEBUG T0 sycl::_V1::ext::intel::esimd::reduce	(	simd< T1, SZ >	v,
		BinaryOperation	op
	)

Performs reduction over elements of the input vector.

Template Parameters

T0	type of the return value.
T1	element type of the input vector.
SZ	size of the input vector.
BinaryOperation	type representing the operation. Can be an instantion of one of the following types: `std::plus`, performs addition operation `std::multiplies`, performs multiplication operation

Parameters

v	the vector to perfrom reduction on
op	reduction operation object, used to auto-deduce the BinaryOperation template parameter.

Returns: result of the reduction

Definition at line 1074 of file math.hpp.

◆ saturate()

template<typename T0 , typename T1 , int SZ>

__ESIMD_API std::enable_if_t<!detail::is_generic_floating_point_v<T0> || std::is_same_v<T1, T0>, simd<T0, SZ> > sycl::_V1::ext::intel::esimd::saturate ( simd< T1, SZ > src )

Conversion of input vector elements of type T1 into vector of elements of type T0 with saturation.

The following conversions are supported:

T0 and T1 is the same floating-point type (including half). In this case the result in the i'th lane is:
- -1 if src[i] is less than -1
- 1 if src[i] is greater than 1
- src[i] otherwise
I.e. it is always a value in the range [-1, 1].
T0 is an integral type, T1 is any valid element type. In this case the (per-element) result is the closest representable value. For example:
- Too big (exceeding representable range of T0) positive integral or floating-point value src[i] of type T1 converted to T0 will result in std:::numeric_limits<T0>::max().
- Too big negative value will be converted to std:::numeric_limits<T0>::min().
- Negative integer or floating point value converted to unsigned T1 will yield 0.
  Template Parameters
  
  T0 Element type of the returned vector.
  
  T1 Element type of the input vector.
  
  SZ Size of the input and returned vector.
  
  Parameters
  
  src The input vector.
  
  Returns
  Vector of src elements converted to T0 with saturation.

Definition at line 72 of file math.hpp.

◆ sin_emu() [1/2]

template<int N>

sycl::ext::intel::esimd::simd<float, N> sycl::_V1::ext::intel::experimental::esimd::sin_emu ( sycl::ext::intel::esimd::simd< float, N > x )

Definition at line 1419 of file math.hpp.

References sycl::_V1::ext::intel::experimental::esimd::fmod(), and sycl::_V1::sign().

◆ sin_emu() [2/2]

template<typename T >

float sycl::_V1::ext::intel::experimental::esimd::sin_emu ( T x )

Definition at line 1452 of file math.hpp.

References sycl::_V1::ext::intel::experimental::esimd::fmod(), and sycl::_V1::sign().

◆ sincos()

template<int SZ, typename U , class Sat = sycl::ext::intel::esimd::saturation_off_tag>

__ESIMD_API sycl::ext::intel::esimd::simd<float, SZ> sycl::_V1::ext::intel::experimental::esimd::sincos	(	sycl::ext::intel::esimd::simd< float, SZ > &	dstcos,
		U	src0,
		Sat	sat = `{}`
	)

Definition at line 1146 of file math.hpp.

◆ tanh() [1/2]

ESIMD_INLINE float sycl::_V1::ext::intel::experimental::esimd::tanh ( float x )

Definition at line 1652 of file math.hpp.

◆ tanh() [2/2]

template<int N>

sycl::ext::intel::esimd::simd<float, N> sycl::_V1::ext::intel::experimental::esimd::tanh ( sycl::ext::intel::esimd::simd< float, N > x )

Definition at line 1657 of file math.hpp.

◆ tanh_cody_waite() [1/2]

ESIMD_DETAIL ESIMD_INLINE float sycl::_V1::ext::intel::experimental::esimd::tanh_cody_waite ( float x )

Definition at line 1640 of file math.hpp.

◆ tanh_cody_waite() [2/2]

template<int N>

sycl::ext::intel::esimd::simd<float, N> sycl::_V1::ext::intel::experimental::esimd::tanh_cody_waite ( sycl::ext::intel::esimd::simd< float, N > x )

Definition at line 1646 of file math.hpp.

Modules

Namespaces

Functions

Detailed Description

Function Documentation

◆ abs() [1/4]

◆ abs() [2/4]

◆ abs() [3/4]

◆ abs() [4/4]

◆ acos() [1/2]

◆ acos() [2/2]

◆ asin() [1/2]

◆ asin() [2/2]

◆ atan() [1/2]

◆ atan() [2/2]

◆ atan2() [1/3]

◆ atan2() [2/3]

◆ atan2() [3/3]

◆ atan2_fast() [1/3]

◆ atan2_fast() [2/3]

◆ atan2_fast() [3/3]

◆ cos_emu() [1/2]

◆ cos_emu() [2/2]

◆ div() [1/3]

◆ div() [2/3]

◆ div() [3/3]

◆ dp2()

◆ dp3()

◆ dp4() [1/2]

◆ dp4() [2/2]

◆ dp4a()

◆ dph()

◆ exp() [1/2]

◆ exp() [2/2]

◆ fmod() [1/3]

◆ fmod() [2/3]

◆ fmod() [3/3]

◆ frc() [1/2]

◆ frc() [2/2]

◆ hmax()

◆ hmin()

◆ imul() [1/3]

◆ imul() [2/3]

◆ imul() [3/3]

◆ line() [1/2]

◆ line() [2/2]

◆ log() [1/2]

◆ log() [2/2]

◆ lrp()

◆ lzd() [1/2]

◆ lzd() [2/2]

◆ max() [1/4]

◆ max() [2/4]

◆ max() [3/4]

◆ max() [4/4]

◆ min() [1/4]

◆ min() [2/4]

◆ min() [3/4]

◆ min() [4/4]

◆ mod() [1/2]

◆ mod() [2/2]

◆ quot() [1/2]

◆ quot() [2/2]

◆ reduce()

◆ saturate()

◆ sin_emu() [1/2]

◆ sin_emu() [2/2]

◆ sincos()

◆ tanh() [1/2]

◆ tanh() [2/2]

◆ tanh_cody_waite() [1/2]

◆ tanh_cody_waite() [2/2]