module ConstMath.PrimRules.V706 (
unaryPrimRules
, binaryPrimRules
) where
unaryPrimRules :: [(String, (forall a. RealFloat a => a -> a))]
unaryPrimRules =
[ ("GHC.Prim.expDouble#" , exp)
, ("GHC.Prim.logDouble#" , log)
, ("GHC.Prim.sqrtDouble#" , sqrt)
, ("GHC.Prim.sinDouble#" , sin)
, ("GHC.Prim.cosDouble#" , cos)
, ("GHC.Prim.tanDouble#" , tan)
, ("GHC.Prim.asinDouble#" , asin)
, ("GHC.Prim.acosDouble#" , acos)
, ("GHC.Prim.atanDouble#" , atan)
, ("GHC.Prim.sinhDouble#" , sinh)
, ("GHC.Prim.coshDouble#" , cosh)
, ("GHC.Prim.tanhDouble#" , tanh)
, ("GHC.Prim.expFloat#" , exp)
, ("GHC.Prim.logFloat#" , log)
, ("GHC.Prim.sqrtFloat#" , sqrt)
, ("GHC.Prim.sinFloat#" , sin)
, ("GHC.Prim.cosFloat#" , cos)
, ("GHC.Prim.tanFloat#" , tan)
, ("GHC.Prim.asinFloat#" , asin)
, ("GHC.Prim.acosFloat#" , acos)
, ("GHC.Prim.atanFloat#" , atan)
, ("GHC.Prim.sinhFloat#" , sinh)
, ("GHC.Prim.coshFloat#" , cosh)
, ("GHC.Prim.tanhFloat#" , tanh)
]
binaryPrimRules :: [(String, (forall a. RealFloat a => a -> a -> a))]
binaryPrimRules =
[ ("GHC.Prim.powerFloat#" , (**))
, ("GHC.Prim.**##" , (**))
]