Idris2Doc : Data.Container.Base.Monoid.Definition

Data.Container.Base.Monoid.Definition

(source)

Reexports

import public Data.List.Quantifiers

Definitions

interface TensorMonoid : Cont -> Type
  Its extension is an applicative functor
All Naperian containers, BinTree, BinTreeLeaf, List, Maybe,...

Parameters: c
Methods:
tensorN : Scalar =%> c
tensorM : (c >< c) =%> c

Implementations:
TensorMonoid Maybe
TensorMonoid Either
TensorMonoid List
IsNaperian c => TensorMonoid c
TensorMonoid BinTree
TensorMonoid BinTreeLeaf
{auto {conArg:8213} : TensorMonoid c} -> TensorMonoid ApplicativeRoseTree
{auto {conArg:8303} : TensorMonoid c} -> TensorMonoid ApplicativeRoseTreeLeaf
{auto {conArg:8347} : TensorMonoid c} -> TensorMonoid ApplicativeRoseTreeNode
tensorN : TensorMonoid c => Scalar =%> c
Totality: total
Visibility: public export
tensorM : TensorMonoid c => (c >< c) =%> c
Totality: total
Visibility: public export
interface TensorComonoid : Cont -> Type
Parameters: c
Methods:
tensorCounit : c =%> Scalar
tensorComult : c =%> (c >< c)

Implementation: 
SeqComonoid c -> TensorComonoid c
tensorCounit : TensorComonoid c => c =%> Scalar
Totality: total
Visibility: public export
tensorComult : TensorComonoid c => c =%> (c >< c)
Totality: total
Visibility: public export
interface SeqMonoid : Cont -> Type
  Its extension is a monad
Just as Applicative => Monad, here TensorMonoid => SeqMonoid

Parameters: c
Constraints: TensorMonoid c
Methods:
seqM : (c >@ c) =%> c

Implementations:
SeqMonoid List
IsNaperian c => SeqMonoid c
seqM : SeqMonoid c => (c >@ c) =%> c
Totality: total
Visibility: public export
interface SeqComonoid : Cont -> Type
  These are directed containers, a.k.a. categories
Does this interface constraint follow analogously?

Parameters: c
Constraints: TensorComonoid c
Methods:
seqComult : c =%> (c >@ c)
seqComult : SeqComonoid c => c =%> (c >@ c)
Totality: total
Visibility: public export
interface CoprodMonoid : Cont -> Type
Parameters: c
Methods:
plusN : Empty =%> c
plusM : (c >+< c) =%> c
plusN : CoprodMonoid c => Empty =%> c
Totality: total
Visibility: public export
plusM : CoprodMonoid c => (c >+< c) =%> c
Totality: total
Visibility: public export
interface ProdMonoid : Cont -> Type
  Its extension is an Alternative?

Parameters: c
Methods:
prodN : UnitCont =%> c
prodM : (c >*< c) =%> c
prodN : ProdMonoid c => UnitCont =%> c
Totality: total
Visibility: public export
prodM : ProdMonoid c => (c >*< c) =%> c
Totality: total
Visibility: public export
liftA2Ext : TensorMonoid c => Ext c a -> Ext c b -> Ext c (a, b)
Totality: total
Visibility: public export