object StrictZipper
Contains implicit definitions to build instances of the StrictZipper typeclass
Author:
Harshad Deo
- Since
0.1
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- implicit def strictZipper2[M[_] <: Iterable[_], X, Y, THL <: HList](implicit tr0: TransformConstraint[:+:[M[X], :+:[M[Y], HNil]], THL, M, Iterable], tr1: ~>[M, Iterable], tr2: TransformConstraint[THL, THL, Iterable, Iterable], tr3: DownTransformConstraint[THL, :+:[X, :+:[Y, HNil]], Iterable], ex: ForeachConstraint[THL, Iterable[_]], evn: NotContained[M[_], :+:[LazyList[_], HNil]]): StrictZipper[:+:[M[X], :+:[M[Y], HNil]], M, :+:[X, :+:[Y, HNil]], THL]
Base case for StrictZipper
Base case for StrictZipper
Author:
Harshad Deo
- M
Common context of the elements of the HList
- X
Context free type of the head
- Y
Context free type of the head of the tail
- THL
Result of applying M ~> Iterable to M[X] :+: M[Y] :+: HNil
- Since
0.1
- implicit def strictZipperN[M[_] <: Iterable[_], X, TL <: HList, FTL <: HList, THL <: HList](implicit ev: StrictZipper[TL, M, FTL, _], tr0: TransformConstraint[:+:[M[X], TL], THL, M, Iterable], tr1: ~>[M, Iterable], tr2: TransformConstraint[THL, THL, Iterable, Iterable], tr3: DownTransformConstraint[THL, :+:[X, FTL], Iterable], ex: ForeachConstraint[THL, Iterable[_]], evn: NotContained[M[_], :+:[LazyList[_], HNil]]): StrictZipper[:+:[M[X], TL], M, :+:[X, FTL], THL]
Induction case for StrictZipper
Induction case for StrictZipper
Author:
Harshad Deo
- M
Common context of the elements of the HList
- X
Context free type of the head
- TL
Type of the tail of the input HList
- FTL
Downconverted type of the tail of the input HList. For details, see constraint.DownTransformConstraint
- THL
Result of applying M ~> Iterable to M[X] :+: TL
- Since
0.1
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