org
.
specs2
.
internal
.
scalaz
CoKleisliArrow
trait
CoKleisliArrow
[
F
[
_
]
]
extends
Arrow
[[α, β]
CoKleisli
[
F
,
α
,
β
]] with
CoKleisliArrId
[
F
] with
CoKleisliCompose
[
F
]
Source
Cokleisli.scala
Linear Supertypes
CoKleisliCompose
[
F
],
CoKleisliArrId
[
F
],
Arrow
[[α, β]
CoKleisli
[
F
,
α
,
β
]],
Category
[[α, β]
CoKleisli
[
F
,
α
,
β
]],
Compose
[[α, β]
CoKleisli
[
F
,
α
,
β
]],
ArrId
[[α, β]
CoKleisli
[
F
,
α
,
β
]],
AnyRef
,
Any
Ordering
Alphabetic
By inheritance
Inherited
CoKleisliArrow
CoKleisliCompose
CoKleisliArrId
Arrow
Category
Compose
ArrId
AnyRef
Any
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Show all
Learn more about member selection
Visibility
Public
All
Type Members
trait
CategoryLaw
extends
ComposeLaw
Definition Classes
Category
trait
ComposeLaw
extends
AnyRef
Definition Classes
Compose
Abstract Value Members
implicit abstract
def
F
:
Comonad
[
F
]
Definition Classes
CoKleisliArrow
→
CoKleisliCompose
→
CoKleisliArrId
Concrete Value Members
final
def
!=
(
arg0:
AnyRef
)
:
Boolean
Definition Classes
AnyRef
final
def
!=
(
arg0:
Any
)
:
Boolean
Definition Classes
Any
final
def
##
()
:
Int
Definition Classes
AnyRef → Any
def
<<<
[
A
,
B
,
C
]
(
fbc:
CoKleisli
[
F
,
B
,
C
]
,
fab:
CoKleisli
[
F
,
A
,
B
]
)
:
CoKleisli
[
F
,
A
,
C
]
Definition Classes
Arrow
final
def
==
(
arg0:
AnyRef
)
:
Boolean
Definition Classes
AnyRef
final
def
==
(
arg0:
Any
)
:
Boolean
Definition Classes
Any
def
>>>
[
A
,
B
,
C
]
(
fab:
CoKleisli
[
F
,
A
,
B
]
,
fbc:
CoKleisli
[
F
,
B
,
C
]
)
:
CoKleisli
[
F
,
A
,
C
]
Definition Classes
Arrow
def
arr
[
A
,
B
]
(
f: (
A
) ⇒
B
)
:
CoKleisli
[
F
,
A
,
B
]
Definition Classes
CoKleisliArrow
→
Arrow
val
arrIdSyntax
:
ArrIdSyntax
[[α, β]
CoKleisli
[
F
,
α
,
β
]]
Definition Classes
ArrId
val
arrowSyntax
:
ArrowSyntax
[[α, β]
CoKleisli
[
F
,
α
,
β
]]
Definition Classes
Arrow
final
def
asInstanceOf
[
T0
]
:
T0
Definition Classes
Any
def
categoryLaw
:
CategoryLaw
Definition Classes
Category
val
categorySyntax
:
CategorySyntax
[[α, β]
CoKleisli
[
F
,
α
,
β
]]
Definition Classes
Category
def
clone
()
:
AnyRef
Attributes
protected[
java.lang
]
Definition Classes
AnyRef
Annotations
@throws
()
def
combine
[
A
,
B
,
C
]
(
fab:
CoKleisli
[
F
,
A
,
B
]
,
fac:
CoKleisli
[
F
,
A
,
C
]
)
:
CoKleisli
[
F
,
A
, (
B
,
C
)]
Definition Classes
Arrow
def
compose
[
A
,
B
,
C
]
(
f:
CoKleisli
[
F
,
B
,
C
]
,
g:
CoKleisli
[
F
,
A
,
B
]
)
:
CoKleisli
[
F
,
A
,
C
]
Definition Classes
CoKleisliCompose
→
Compose
def
composeLaw
:
ComposeLaw
Definition Classes
Compose
val
composeSyntax
:
ComposeSyntax
[[α, β]
CoKleisli
[
F
,
α
,
β
]]
Definition Classes
Compose
def
covariantInstance
[
C
]
:
Applicative
[[α]
CoKleisli
[
F
,
C
,
α
]]
Definition Classes
Arrow
def
empty
:
PlusEmpty
[[α]
CoKleisli
[
F
,
α
,
α
]]
Definition Classes
Category
final
def
eq
(
arg0:
AnyRef
)
:
Boolean
Definition Classes
AnyRef
def
equals
(
arg0:
Any
)
:
Boolean
Definition Classes
AnyRef → Any
def
finalize
()
:
Unit
Attributes
protected[
java.lang
]
Definition Classes
AnyRef
Annotations
@throws
()
def
first
[
A
,
B
,
C
]
(
f:
CoKleisli
[
F
,
A
,
B
]
)
:
CoKleisli
[
F
, (
A
,
C
), (
B
,
C
)]
Definition Classes
CoKleisliArrow
→
Arrow
final
def
getClass
()
:
Class
[_]
Definition Classes
AnyRef → Any
def
hashCode
()
:
Int
Definition Classes
AnyRef → Any
def
id
[
A
]
:
CoKleisli
[
F
,
A
,
A
]
Definition Classes
CoKleisliArrId
→
ArrId
final
def
isInstanceOf
[
T0
]
:
Boolean
Definition Classes
Any
def
mapfst
[
A
,
B
,
C
]
(
fab:
CoKleisli
[
F
,
A
,
B
]
)
(
f: (
C
) ⇒
A
)
:
CoKleisli
[
F
,
C
,
B
]
Definition Classes
Arrow
def
mapsnd
[
A
,
B
,
C
]
(
fab:
CoKleisli
[
F
,
A
,
B
]
)
(
f: (
B
) ⇒
C
)
:
CoKleisli
[
F
,
A
,
C
]
Definition Classes
Arrow
def
monoid
[
A
]
:
Monoid
[
CoKleisli
[
F
,
A
,
A
]]
Definition Classes
Category
final
def
ne
(
arg0:
AnyRef
)
:
Boolean
Definition Classes
AnyRef
final
def
notify
()
:
Unit
Definition Classes
AnyRef
final
def
notifyAll
()
:
Unit
Definition Classes
AnyRef
def
plus
:
Plus
[[α]
CoKleisli
[
F
,
α
,
α
]]
Definition Classes
Compose
def
product
[
A
,
B
]
(
fab:
CoKleisli
[
F
,
A
,
B
]
)
:
CoKleisli
[
F
, (
A
,
A
), (
B
,
B
)]
Definition Classes
Arrow
def
second
[
A
,
B
,
C
]
(
f:
CoKleisli
[
F
,
A
,
B
]
)
:
CoKleisli
[
F
, (
C
,
A
), (
C
,
B
)]
Definition Classes
Arrow
def
semigroup
[
A
]
:
Semigroup
[
CoKleisli
[
F
,
A
,
A
]]
Definition Classes
Compose
def
splitA
[
A
,
B
,
C
,
D
]
(
fab:
CoKleisli
[
F
,
A
,
B
]
,
fcd:
CoKleisli
[
F
,
C
,
D
]
)
:
CoKleisli
[
F
, (
A
,
C
), (
B
,
D
)]
Definition Classes
Arrow
final
def
synchronized
[
T0
]
(
arg0: ⇒
T0
)
:
T0
Definition Classes
AnyRef
def
toString
()
:
String
Definition Classes
AnyRef → Any
final
def
wait
()
:
Unit
Definition Classes
AnyRef
Annotations
@throws
()
final
def
wait
(
arg0:
Long
,
arg1:
Int
)
:
Unit
Definition Classes
AnyRef
Annotations
@throws
()
final
def
wait
(
arg0:
Long
)
:
Unit
Definition Classes
AnyRef
Annotations
@throws
()
Inherited from
CoKleisliCompose
[
F
]
Inherited from
CoKleisliArrId
[
F
]
Inherited from
Arrow
[[α, β]
CoKleisli
[
F
,
α
,
β
]]
Inherited from
Category
[[α, β]
CoKleisli
[
F
,
α
,
β
]]
Inherited from
Compose
[[α, β]
CoKleisli
[
F
,
α
,
β
]]
Inherited from
ArrId
[[α, β]
CoKleisli
[
F
,
α
,
β
]]
Inherited from
AnyRef
Inherited from
Any
Ungrouped