- (/>) : Correlative f =>
f a ->
f b ->
f b
- Fixity
- Left associative, precedence 3
- (</) : Correlative f =>
f a ->
f b ->
f a
- Fixity
- Left associative, precedence 3
- interface Correlative
A Correlative functor is a functor where, given (xs, ys : Correlative f),
certain elements from xs and ys can be paired with one another due to some
intrinsic property of f. Elements that cannot be paired are discarded.
- (</>) : Correlative f =>
f (a ->
b) ->
f a ->
f b
- Fixity
- Left associative, precedence 3
- unzip : Functor t =>
t (a,
b) ->
(t a,
t b)
Convert a container of pairs into a pair of containers.
- unzip3 : Functor t =>
t (a,
b,
c) ->
(t a,
t b,
t c)
Convert a container of tuples into a tuple of containers.
- zip : Correlative f =>
f a ->
f b ->
f (a,
b)
Combine two containers elementwise into a container of pairs.
- zip3 : Correlative f =>
f a ->
f b ->
f c ->
f (a,
b,
c)
Combine three containers elementwise into a container of tuples.
- zipWith : Correlative f =>
(a ->
b ->
c) ->
f a ->
f b ->
f c
Combine two containers elementwise using some function.
- zipWith3 : Correlative f =>
(a ->
b ->
c ->
d) ->
f a ->
f b ->
f c ->
f d
Combine three containers elementwise using some function.