category-extras-0.44.4: Various modules and constructs inspired by category theory (Index - S)

category-extras-0.44.4: Various modules and constructs inspired by category theory

A
B
C
D
E
F
G
H
I
J
L
M
N
O
P
R
S
T
U
V
W
X
Z
:
.
<
=
>

Index - S

second	Control.Bifunctor, Control.Bifunctor.Associative, Control.Bifunctor.Braided, Control.Bifunctor.Monoidal, Control.Bifunctor.Functor, Control.Bifunctor.Swap, Control.Bifunctor.Composition, Control.Bifunctor.Constant, Control.Comonad.Parameterized, Control.Comonad.Reader, Control.Monad.Parameterized, Control.Monad.Free
sequence	Control.Monad.Free
sequenceW	Control.Comonad, Control.Comonad.Pointer, Control.Comonad.Supply, Control.Comonad.Context, Control.Comonad.Reader
sequence_	Control.Monad.Free
shift	Control.Monad.Indexed.Cont
SndB
1 (Type/Class)	Control.Bifunctor.Constant
2 (Data Constructor)	Control.Bifunctor.Constant
split	Control.Comonad.Supply
split2	Control.Comonad.Supply
split3	Control.Comonad.Supply
split4	Control.Comonad.Supply
strength	Control.Functor.Strong
Supply	Control.Comonad.Supply
supplyLeft	Control.Comonad.Supply
supplyRight	Control.Comonad.Supply
supplyValue	Control.Comonad.Supply
swap	Control.Bifunctor.Braided, Control.Bifunctor.Monoidal, Control.Bifunctor.Functor, Control.Bifunctor.Swap, Control.Bifunctor.Composition
SwapB
1 (Type/Class)	Control.Bifunctor.Swap
2 (Data Constructor)	Control.Bifunctor.Swap
Symmetric	Control.Bifunctor.Braided, Control.Bifunctor.Monoidal, Control.Bifunctor.Functor, Control.Bifunctor.Swap, Control.Bifunctor.Composition