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Arith.hs
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519 lines (450 loc) · 7.13 KB
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{-# LANGUAGE TypeApplications #-}
{-# LANGUAGE ScopedTypeVariables #-}
module ArrayFire.Arith where
import Foreign.Marshal
import Foreign.Storable
import Foreign.C.String
import Data.Proxy
import Data.Coerce
import ArrayFire.Exception
import ArrayFire.Types
import ArrayFire.FFI
import ArrayFire.Internal.Arith
import ArrayFire.Internal.Defines
add
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
add x y batch =
x `op2` y $ \arr arr1 arr2 ->
af_add arr arr1 arr2 batch
sub
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
sub x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_add arr arr1 arr2 batch
mul
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
mul x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_mul arr arr1 arr2 batch
div
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
div x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_div arr arr1 arr2 batch
lt
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
lt x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_lt arr arr1 arr2 batch
gt
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
gt x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_gt arr arr1 arr2 batch
le
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
le x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_le arr arr1 arr2 batch
ge
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
ge x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_ge arr arr1 arr2 batch
eq
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
eq x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_eq arr arr1 arr2 batch
neq
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
neq x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_neq arr arr1 arr2 batch
and
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
and x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_and arr arr1 arr2 batch
or
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
or x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_or arr arr1 arr2 batch
not
:: AFType a
=> Array a
-> Array a
not = flip op1 af_not
bitAnd
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
bitAnd x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_bitand arr arr1 arr2 batch
bitOr
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
bitOr x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_bitor arr arr1 arr2 batch
bitXor
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
bitXor x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_bitxor arr arr1 arr2 batch
bitShiftL
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
bitShiftL x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_bitshiftl arr arr1 arr2 batch
bitShiftR
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
bitShiftR x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_bitshiftr arr arr1 arr2 batch
cast
:: forall a b . (AFType a, AFType b)
=> Array a
-> Array b
cast afArr =
coerce $ afArr `op1` (\x y -> af_cast x y dtyp)
where
dtyp = afType (Proxy @ b)
minOf
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
minOf x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_minof arr arr1 arr2 batch
maxOf
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
maxOf x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_maxof arr arr1 arr2 batch
clamp
:: Array a
-> Array a
-> Array a
-> Batch
-> Array a
clamp a b c batch =
op3 a b c $ \arr arr1 arr2 arr3 ->
af_clamp arr arr1 arr2 arr3 batch
rem
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
rem x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_rem arr arr1 arr2 batch
mod
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
mod x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_mod arr arr1 arr2 batch
abs
:: AFType a
=> Array a
-> Array a
abs = flip op1 af_abs
arg
:: AFType a
=> Array a
-> Array a
arg = flip op1 af_arg
sign
:: AFType a
=> Array a
-> Array a
sign = flip op1 af_sign
round
:: AFType a
=> Array a
-> Array a
round = flip op1 af_round
trunc
:: AFType a
=> Array a
-> Array a
trunc = flip op1 af_trunc
floor
:: AFType a
=> Array a
-> Array a
floor = flip op1 af_floor
ceil
:: AFType a
=> Array a
-> Array a
ceil = flip op1 af_ceil
sin
:: AFType a
=> Array a
-> Array a
sin = flip op1 af_sin
cos
:: AFType a
=> Array a
-> Array a
cos = flip op1 af_cos
tan
:: AFType a
=> Array a
-> Array a
tan = flip op1 af_tan
asin
:: AFType a
=> Array a
-> Array a
asin = flip op1 af_asin
acos
:: AFType a
=> Array a
-> Array a
acos = flip op1 af_acos
atan
:: AFType a
=> Array a
-> Array a
atan = flip op1 af_atan
atan2
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
atan2 x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_atan2 arr arr1 arr2 batch
cplx2
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
cplx2 x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_cplx2 arr arr1 arr2 batch
cplx
:: AFType a
=> Array a
-> Array a
cplx = flip op1 af_cplx
real
:: AFType a
=> Array a
-> Array a
real = flip op1 af_real
imag
:: AFType a
=> Array a
-> Array a
imag = flip op1 af_imag
conjg
:: AFType a
=> Array a
-> Array a
conjg = flip op1 af_conjg
sinh
:: AFType a
=> Array a
-> Array a
sinh = flip op1 af_sinh
cosh
:: AFType a
=> Array a
-> Array a
cosh = flip op1 af_cosh
tanh
:: AFType a
=> Array a
-> Array a
tanh = flip op1 af_tanh
root
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
root x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_root arr arr1 arr2 batch
pow
:: AFType a
=> Array a
-> Array a
-> Batch
-> Array a
pow x y batch = do
x `op2` y $ \arr arr1 arr2 ->
af_pow arr arr1 arr2 batch
pow2
:: AFType a
=> Array a
-> Array a
pow2 = flip op1 af_pow2
exp
:: AFType a
=> Array a
-> Array a
exp = flip op1 af_exp
sigmoid
:: AFType a
=> Array a
-> Array a
sigmoid = flip op1 af_sigmoid
expm1
:: AFType a
=> Array a
-> Array a
expm1 = flip op1 af_expm1
erf
:: AFType a
=> Array a
-> Array a
erf = flip op1 af_erf
erfc
:: AFType a
=> Array a
-> Array a
erfc = flip op1 af_erfc
log
:: AFType a
=> Array a
-> Array a
log = flip op1 af_log
log1p
:: AFType a
=> Array a
-> Array a
log1p = flip op1 af_log1p
log10
:: AFType a
=> Array a
-> Array a
log10 = flip op1 af_log10
log2
:: AFType a
=> Array a
-> Array a
log2 = flip op1 af_log2
sqrt
:: AFType a
=> Array a
-> Array a
sqrt = flip op1 af_sqrt
cbrt
:: AFType a
=> Array a
-> Array a
cbrt = flip op1 af_cbrt
factorial
:: AFType a
=> Array a
-> Array a
factorial = flip op1 af_factorial
tgamma
:: AFType a
=> Array a
-> Array a
tgamma = flip op1 af_tgamma
lgamma
:: AFType a
=> Array a
-> Array a
lgamma = flip op1 af_lgamma
isZero
:: AFType a
=> Array a
-> Array a
isZero = flip op1 af_iszero
isInf
:: AFType a
=> Array a
-> Array a
isInf = flip op1 af_isinf
isNan
:: AFType a
=> Array a
-> Array a
isNan = flip op1 af_isnan