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Manual
haskell.org
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max package:mixed-types-num
max
:: CanMinMaxAsymmetric t1 t2 => t1 -> t2 -> MinMaxType t1 t2
mixed-types-num
Numeric.MixedTypes.MinMaxAbs
max
:: (CanMinMaxAsymmetric t1 t2, MinMaxType t1 t2 ~ t1, t1 ~ t2, Ord t1) => t1 -> t2 -> MinMaxType t1 t2
mixed-types-num
Numeric.MixedTypes.MinMaxAbs
max
:: CanMinMaxSameType t => t -> t -> t
mixed-types-num
Numeric.OrdGenericBool
max
imum
:: CanMinMaxSameType t => [t] -> t
mixed-types-num
Numeric.MixedTypes.MinMaxAbs
max
Bound
:: Bounded a => a
mixed-types-num
Numeric.MixedTypes.PreludeHiding
module
Numeric.MixedTypes.
Min
Max
Abs
mixed-types-num
type
CanMin
Max
t1 t2 = (CanMinMaxAsymmetric t1 t2, CanMinMaxAsymmetric t2 t1, MinMaxType t1 t2 ~ MinMaxType t2 t1)
mixed-types-num
Numeric.MixedTypes.MinMaxAbs
class
CanMin
Max
Asymmetric
t1 t2
mixed-types-num
Numeric.MixedTypes.MinMaxAbs
A replacement for Prelude's
min
and
max
. If
t1 = t2
and
Ord t1
, then one can use the default implementation to mirror Prelude's
min
and
max
.
type
CanMin
Max
SameType
t = CanMinMaxThis t t
mixed-types-num
Numeric.MixedTypes.MinMaxAbs
type
CanMin
Max
This
t1 t2 = (CanMinMax t1 t2, MinMaxType t1 t2 ~ t1)
mixed-types-num
Numeric.MixedTypes.MinMaxAbs
type
Min
Max
Type
t1 t2 = t1
mixed-types-num
Numeric.MixedTypes.MinMaxAbs
specCanMin
Max
:: _ => T t1 -> T t2 -> T t3 -> Spec
mixed-types-num
Numeric.MixedTypes.MinMaxAbs
HSpec properties that each implementation of CanMinMax should satisfy.
specCanMin
Max
NotMixed
:: _ => T t -> Spec
mixed-types-num
Numeric.MixedTypes.MinMaxAbs
HSpec properties that each implementation of CanMinMax should satisfy.