Data.CT.Functor.Instances

Definitions

id : Functor c c

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IndCat : Cat -> Type

  Functor Type -> Cat^op

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Const : IndCat c

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FamObj : Type -> Cat

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FamMor : (x -> y) -> Functor (FamObj y) (FamObj x)

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FamIndCat : IndCat TypeCat

  Functor Type -> Cat^op, we will mostly instantiate this for `c=TypeCat`

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Base : Functor DLens TypeCat

  Functor which projects the forward part of a dependent lens

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Visibility: public export

FamDLens : IndCat DLens

  DLens -> Type -> Cat^op

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AddBase : Functor AddDLens TypeCat

  Functor which projects out the forward part of an additive dependent lens

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FamAddDLens : IndCat AddDLens

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IndexedType : Type -> Type

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TypeDPair : IndexedType a -> Type

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TypeDFun : IndexedType a -> Type

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IndexedCont : Cont -> Type

  TODO probably name clash with other "Indexed container"

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ContDPair : IndexedCont a -> Cont

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ContProbDPair : IndexedCont a -> Cont

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IndexedAddCont : AddCont -> Type

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AddContDPair : IndexedAddCont a -> AddCont

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AddContDFunFinite : (Fin n -> AddCont) -> AddCont

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indexShp : (j : Fin n) -> (AddContDFunFinite i) .Shp -> (i j) .Shp

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AddContDFunction : IndexedAddCont a -> AddCont

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ContDPairSimple : (c : Cont) -> IndexedCont c -> Cont

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ContDFun : (c : Cont) -> IndexedCont c -> Cont

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constFam : Cont -> IndexedCont c

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trivialFam : IndexedCont c

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boolFam : IndexedCont c

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