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Manual
haskell.org
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max package:numeric-prelude
max
:: C a => a -> a -> a
numeric-prelude
Algebra.Lattice
NumericPrelude
max
:: Ord a => a -> a -> a
numeric-prelude
NumericPrelude.Base
newtype
Max
a
numeric-prelude
MathObj.Monoid
Nothing
is the smallest element.
Max
:: Maybe a -> Max a
numeric-prelude
MathObj.Monoid
max
Bound
:: Bounded a => a
numeric-prelude
NumericPrelude
NumericPrelude.Base
max
imum
:: (Foldable t, Ord a) => t a -> a
numeric-prelude
NumericPrelude
NumericPrelude.Base
The largest element of a non-empty structure.
module
Algebra.NormedSpace.
Max
imum
numeric-prelude
Abstraction of normed vector spaces
prop
Max
imalDivisor
:: C a => a -> a -> a -> Property
numeric-prelude
Algebra.PrincipalIdealDomain
run
Max
:: Max a -> Maybe a
numeric-prelude
MathObj.Monoid
min
Max
Diff
:: C a => T a -> T a -> (T a, (Bool, T a))
numeric-prelude
Number.NonNegativeChunky
arg
Max
:: (T, a) -> (T, a) -> a
numeric-prelude
Number.Peano
On equality the first operand is returned.
arg
Max
Full
:: (T, a) -> (T, a) -> (T, a)
numeric-prelude
Number.Peano
arg
Max
imum
:: [(T, a)] -> a
numeric-prelude
Number.Peano