Safe Haskell	Safe-Inferred

TypeFamilies

Description

Doc for: module TypeFamilies

Synopsis

Documentation

data X

Doc for: data X

Constructors

X	Doc for: X
XX	Doc for: XX
XXX	Doc for: XXX

Instances

Assoc * X	Doc for: instance Assoc X
Test * X	Doc for: instance Test X
(><) X XX XXX
data Bat X = BatX X \| BatXX { aaa :: X bbb :: Y }	Doc for: data instance Bat X
data AssocD * X = AssocX
type AssocT * X = Foo * X
type Foo * X = Y	Doc for: type instance Foo X = Y
type (<>) * X a = X
type (<>) X XXX XX = X

data Y

Doc for: data Y

Instances

Assoc * Y	Doc for: instance Assoc Y
Test * Y	Doc for: instance Test Y
data Bat Y = BatY Y \| X :+ X	Doc for: data instance Bat Y
data AssocD * Y = AssocY
type AssocT * Y = Bat Y
type Foo * Y = X	Doc for: type instance Foo Y = X
type (<>) * Y a = a

class Test a

Doc for: class Test a

Instances

Test * Y	Doc for: instance Test Y
Test * X	Doc for: instance Test X

type family Foo a :: k

Doc for: type family Foo a

Instances

type Foo * Y = X	Doc for: type instance Foo Y = X
type Foo * X = Y	Doc for: type instance Foo X = Y

data family Bat a :: *

Doc for: data family Bat a

Instances

data Bat Y = BatY Y \| X :+ X	Doc for: data instance Bat Y
data Bat X = BatX X \| BatXX { aaa :: X bbb :: Y }	Doc for: data instance Bat X

class Assoc a

Doc for: class Assoc a

Associated Types

data AssocD a :: *

Doc for: data AssocD a

type AssocT a :: *

Doc for: type AssocT a

Instances

Assoc * Y	Doc for: instance Assoc Y
Assoc * X	Doc for: instance Assoc X

type family Bar b

Doc for: type family Bar b

Equations

Bar X = X
Bar y = Y

type family a <> b :: k

Instances

type (<>) * Y a = a
type (<>) * X a = X
type (<>) X XXX XX = X

class a >< b

Instances