Package

shims

Permalink

package shims

Linear Supertypes
Ordering
  1. Alphabetic
  2. By Inheritance
Inherited
  1. shims
  2. ShimsCore
  3. AsSyntaxModule
  4. RWSTConverters
  5. CokleisliConverters
  6. ConstConverters
  7. IorConverters
  8. WriterTConverters
  9. MaybeTConverters
  10. MaybeConverters
  11. OneAndConverters
  12. ValidatedNELConverters
  13. NELConverters
  14. ValidatedConverters
  15. OptionTConverters
  16. KleisliConverters
  17. EitherTConverters
  18. EitherKConverters
  19. IndexedStateTConverters
  20. EvalConverters
  21. FreeConverters
  22. FunctionKConverters
  23. InjectConversions
  24. ChoiceConversions
  25. ArrowConversions
  26. StrongConversions
  27. ProfunctorConversions
  28. EitherConverters
  29. CategoryConversions
  30. ComposeConversions
  31. BitraverseConversions
  32. BifoldableConversions
  33. BifunctorConversions
  34. ShowConversions
  35. MonadErrorConversions
  36. MonadConversions
  37. FlatMapConversions
  38. ComonadConversions
  39. CoflatMapConversions
  40. TraverseConversions
  41. FoldableConversions
  42. MonoidConversions
  43. SemigroupConversions
  44. OrderConversions
  45. EqConversions
  46. DistributiveConversions
  47. AlternativeConversions
  48. MonoidKConversions
  49. SemigroupKConversions
  50. ApplicativeConversions
  51. ApplyConversions
  52. RepresentableConversions
  53. FunctorConversions
  54. ContravariantConversions
  55. IFunctorConversions
  56. AnyRef
  57. Any
  1. Hide All
  2. Show All
Visibility
  1. Public
  2. All

Value Members

  1. implicit def alternativeToScalaz[F[_]](implicit FC: Capture[Alternative[F]]): ApplicativePlus[F] with Synthetic

    Permalink
    Definition Classes
    AlternativeConversions
  2. implicit def applicativePlusToCats[F[_]](implicit FC: Capture[ApplicativePlus[F]]): Alternative[F] with Synthetic

    Permalink
    Definition Classes
    AlternativeConversions
  3. implicit def applicativeToCats[F[_]](implicit FC: Capture[Applicative[F]]): Applicative[F] with Synthetic

    Permalink
    Definition Classes
    ApplicativeConversions
  4. implicit def applicativeToScalaz[F[_]](implicit FC: Capture[Applicative[F]]): Applicative[F] with Synthetic

    Permalink
    Definition Classes
    ApplicativeConversions
  5. implicit def applyToCats[F[_]](implicit FC: Capture[Apply[F]]): Apply[F] with Synthetic

    Permalink
    Definition Classes
    ApplyConversions
  6. implicit def applyToScalaz[F[_]](implicit FC: Capture[Apply[F]]): Apply[F] with Synthetic

    Permalink
    Definition Classes
    ApplyConversions
  7. implicit def arrowToCats[F[_, _]](implicit FC: Capture[Arrow[F]]): Arrow[F] with Synthetic

    Permalink
    Definition Classes
    ArrowConversions
  8. implicit def arrowToScalaz[F[_, _]](implicit FC: Capture[Arrow[F]]): Arrow[F] with Synthetic

    Permalink
    Definition Classes
    ArrowConversions
  9. implicit def bifoldableToCats[F[_, _]](implicit FC: Capture[Bifoldable[F]]): Bifoldable[F] with Synthetic

    Permalink
    Definition Classes
    BifoldableConversions
  10. implicit def bifoldableToScalaz[F[_, _]](implicit FC: Capture[Bifoldable[F]]): Bifoldable[F] with Synthetic

    Permalink
    Definition Classes
    BifoldableConversions
  11. implicit def bifunctorToCats[F[_, _]](implicit FC: Capture[Bifunctor[F]]): Bifunctor[F] with Synthetic

    Permalink
    Definition Classes
    BifunctorConversions
  12. implicit def bifunctorToScalaz[F[_, _]](implicit FC: Capture[Bifunctor[F]]): Bifunctor[F] with Synthetic

    Permalink
    Definition Classes
    BifunctorConversions
  13. implicit def bindToCats[F[_]](implicit FC: Capture[Bind[F]], EFC: EitherCapture[Applicative[F], BindRec[F]]): FlatMap[F] with Synthetic

    Permalink
    Definition Classes
    FlatMapConversions
  14. implicit def bitraverseToCats[F[_, _]](implicit FC: Capture[Bitraverse[F]]): Bitraverse[F] with Synthetic

    Permalink
    Definition Classes
    BitraverseConversions
  15. implicit def bitraverseToScalaz[F[_, _]](implicit FC: Capture[Bitraverse[F]]): Bitraverse[F] with Synthetic

    Permalink
    Definition Classes
    BitraverseConversions
  16. implicit def categoryToCats[F[_, _]](implicit FC: Capture[Category[F]]): Category[F] with Synthetic

    Permalink
    Definition Classes
    CategoryConversions
  17. implicit def categoryToScalaz[F[_, _]](implicit FC: Capture[Category[F]]): Category[F] with Synthetic

    Permalink
    Definition Classes
    CategoryConversions
  18. implicit def choiceToCats[F[_, _]](implicit FC: Capture[Choice[F]], BF: Bifunctor[F]): Choice[F] with Synthetic

    Permalink
    Definition Classes
    ChoiceConversions
  19. implicit def choiceToScalaz[F[_, _]](implicit FC: Capture[Choice[F]], BF: Bifunctor[F]): Choice[F] with Synthetic

    Permalink
    Definition Classes
    ChoiceConversions
  20. implicit def cobindToCats[F[_]](implicit FC: Capture[Cobind[F]]): CoflatMap[F] with Synthetic

    Permalink
    Definition Classes
    CoflatMapConversions
  21. implicit def coflatMapToScalaz[F[_]](implicit FC: Capture[CoflatMap[F]]): Cobind[F] with Synthetic

    Permalink
    Definition Classes
    CoflatMapConversions
  22. implicit def cokleisliAs[F[_], A, B]: AsScalaz[Cokleisli[F, A, B], Cokleisli[F, A, B]] with AsCats[Cokleisli[F, A, B], Cokleisli[F, A, B]]

    Permalink
    Definition Classes
    CokleisliConverters
  23. implicit def comonadToCats[F[_]](implicit FC: Capture[Comonad[F]]): Comonad[F] with Synthetic

    Permalink
    Definition Classes
    ComonadConversions
  24. implicit def comonadToScalaz[F[_]](implicit FC: Capture[Comonad[F]]): Comonad[F] with Synthetic

    Permalink
    Definition Classes
    ComonadConversions
  25. implicit def composeToCats[F[_, _]](implicit FC: Capture[Compose[F]]): Compose[F] with Synthetic

    Permalink
    Definition Classes
    ComposeConversions
  26. implicit def composeToScalaz[F[_, _]](implicit FC: Capture[Compose[F]]): Compose[F] with Synthetic

    Permalink
    Definition Classes
    ComposeConversions
  27. implicit def constAs[A, B]: AsScalaz[Const[A, B], Const[A, B]] with AsCats[Const[A, B], Const[A, B]]

    Permalink
    Definition Classes
    ConstConverters
  28. implicit def contravariantToCats[F[_]](implicit FC: Capture[Contravariant[F]]): Contravariant[F] with Synthetic

    Permalink
    Definition Classes
    ContravariantConversions
  29. implicit def contravariantToScalaz[F[_]](implicit FC: Capture[Contravariant[F]]): Contravariant[F] with Synthetic

    Permalink
    Definition Classes
    ContravariantConversions
  30. package conversions

    Permalink
  31. implicit def distributiveToCats[F[_]](implicit FC: Capture[Distributive[F]]): Distributive[F] with Synthetic

    Permalink
    Definition Classes
    DistributiveConversions
  32. implicit def distributiveToScalaz[F[_]](implicit FC: Capture[Distributive[F]]): Distributive[F] with Synthetic

    Permalink
    Definition Classes
    DistributiveConversions
  33. implicit def eitherAs[A, B]: AsScalaz[Either[A, B], \/[A, B]] with AsCats[\/[A, B], Either[A, B]] { def s2c(e: scalaz.\/[A,B]): Product with Serializable with scala.util.Either[A,B] }

    Permalink
    Definition Classes
    EitherConverters
  34. implicit def eitherKAs[F[_], G[_], A]: AsScalaz[EitherK[F, G, A], Coproduct[F, G, A]] with AsCats[Coproduct[F, G, A], EitherK[F, G, A]]

    Permalink
    Definition Classes
    EitherKConverters
  35. implicit def eitherTAs[F[_], A, B](implicit F: Functor[F]): AsScalaz[EitherT[F, A, B], EitherT[F, A, B]] with AsCats[EitherT[F, A, B], EitherT[F, A, B]]

    Permalink
    Definition Classes
    EitherTConverters
  36. implicit def eqToScalaz[A](implicit AC: Capture[Eq[A]]): Equal[A] with Synthetic

    Permalink
    Definition Classes
    EqConversions
  37. implicit def equalToCats[A](implicit AC: Capture[Equal[A]]): Eq[A] with Synthetic

    Permalink
    Definition Classes
    EqConversions
  38. implicit def evalAs[A]: AsScalaz[Eval[A], Trampoline[A]] with AsCats[Trampoline[A], Eval[A]]

    Permalink
    Definition Classes
    EvalConverters
  39. implicit def flatMapToScalaz[F[_]](implicit FC: Capture[FlatMap[F]]): BindRec[F] with Synthetic

    Permalink
    Definition Classes
    FlatMapConversions
  40. implicit def foldableToCats[F[_]](implicit FC: Capture[Foldable[F]]): Foldable[F] with Synthetic

    Permalink
    Definition Classes
    FoldableConversions
  41. implicit def foldableToScalaz[F[_]](implicit FC: Capture[Foldable[F]]): Foldable[F] with Synthetic

    Permalink
    Definition Classes
    FoldableConversions
  42. implicit def freeAs[S[_], A]: AsScalaz[Free[S, A], Free[S, A]] with AsCats[Free[S, A], Free[S, A]]

    Permalink
    Definition Classes
    FreeConverters
  43. implicit def functionkAs[F[_], G[_]]: AsScalaz[FunctionK[F, G], ~>[F, G]] with AsCats[~>[F, G], FunctionK[F, G]]

    Permalink
    Definition Classes
    FunctionKConverters
  44. implicit def functorToCats[F[_]](implicit FC: Capture[Functor[F]]): Functor[F] with Synthetic

    Permalink
    Definition Classes
    FunctorConversions
  45. implicit def functorToScalaz[F[_]](implicit FC: Capture[Functor[F]]): Functor[F] with Synthetic

    Permalink
    Definition Classes
    FunctorConversions
  46. implicit def ifunctorToCats[F[_]](implicit FC: Capture[InvariantFunctor[F]]): Invariant[F] with Synthetic

    Permalink
    Definition Classes
    IFunctorConversions
  47. implicit def ifunctorToScalaz[F[_]](implicit FC: Capture[Invariant[F]]): InvariantFunctor[F] with Synthetic

    Permalink
    Definition Classes
    IFunctorConversions
  48. implicit def injectToCats[F[_], G[_]](implicit FC: Capture[Inject[F, G]]): InjectK[F, G] with Synthetic

    Permalink
    Definition Classes
    InjectConversions
  49. implicit def iorAs[A, B]: AsScalaz[Ior[A, B], \&/[A, B]] with AsCats[\&/[A, B], Ior[A, B]]

    Permalink
    Definition Classes
    IorConverters
  50. implicit def kleisliAs[F[_], A, B]: AsScalaz[Kleisli[F, A, B], Kleisli[F, A, B]] with AsCats[Kleisli[F, A, B], Kleisli[F, A, B]]

    Permalink
    Definition Classes
    KleisliConverters
  51. implicit def maybeAs[A]: AsCats[Maybe[A], Option[A]]

    Permalink
    Definition Classes
    MaybeConverters
  52. implicit def maybeTAs[F[_], A](implicit F: Functor[F]): AsCats[MaybeT[F, A], OptionT[F, A]]

    Permalink
    Definition Classes
    MaybeTConverters
  53. implicit def monadErrorToCats[F[_], E](implicit FC: Capture[MonadError[F, E]], OFC: OptionCapture[BindRec[F]]): MonadError[F, E] with Synthetic

    Permalink
    Definition Classes
    MonadErrorConversions
  54. implicit def monadErrorToScalaz[F[_], E](implicit FC: Capture[MonadError[F, E]]): MonadError[F, E] with Synthetic

    Permalink
    Definition Classes
    MonadErrorConversions
  55. implicit def monadToCats[F[_]](implicit FC: Capture[Monad[F]], OFC: OptionCapture[BindRec[F]]): Monad[F] with Synthetic

    Permalink
    Definition Classes
    MonadConversions
  56. implicit def monadToScalaz[F[_]](implicit FC: Capture[Monad[F]]): Monad[F] with Synthetic

    Permalink
    Definition Classes
    MonadConversions
  57. implicit def monoidKToScalaz[F[_]](implicit FC: Capture[MonoidK[F]]): PlusEmpty[F] with Synthetic

    Permalink
    Definition Classes
    MonoidKConversions
  58. implicit def monoidToCats[A](implicit FC: Capture[Monoid[A]]): Monoid[A] with Synthetic

    Permalink
    Definition Classes
    MonoidConversions
  59. implicit def monoidToScalaz[A](implicit FC: Capture[Monoid[A]]): Monoid[A] with Synthetic

    Permalink
    Definition Classes
    MonoidConversions
  60. implicit def nameAs[A]: AsCats[Name[A], Eval[A]]

    Permalink
    Definition Classes
    EvalConverters
  61. implicit def needAs[A]: AsCats[Need[A], Eval[A]]

    Permalink
    Definition Classes
    EvalConverters
  62. implicit def nelAs[A]: AsScalaz[NonEmptyList[A], NonEmptyList[A]] with AsCats[NonEmptyList[A], NonEmptyList[A]]

    Permalink
    Definition Classes
    NELConverters
  63. implicit def oneAndAs[F[_], A]: AsScalaz[OneAnd[F, A], OneAnd[F, A]] with AsCats[OneAnd[F, A], OneAnd[F, A]]

    Permalink
    Definition Classes
    OneAndConverters
  64. implicit def optionTAs[F[_], A]: AsScalaz[OptionT[F, A], OptionT[F, A]] with AsCats[OptionT[F, A], OptionT[F, A]]

    Permalink
    Definition Classes
    OptionTConverters
  65. implicit def orderToCats[A](implicit AC: Capture[Order[A]]): Order[A] with Synthetic

    Permalink
    Definition Classes
    OrderConversions
  66. implicit def orderToScalaz[A](implicit AC: Capture[Order[A]]): Order[A] with Synthetic

    Permalink
    Definition Classes
    OrderConversions
  67. implicit def plusEmptyToCats[F[_]](implicit FC: Capture[PlusEmpty[F]]): MonoidK[F] with Synthetic

    Permalink
    Definition Classes
    MonoidKConversions
  68. implicit def plusToCats[F[_]](implicit FC: Capture[Plus[F]]): SemigroupK[F] with Synthetic

    Permalink
    Definition Classes
    SemigroupKConversions
  69. implicit def profunctorToCats[F[_, _]](implicit FC: Capture[Profunctor[F]]): Profunctor[F] with Synthetic

    Permalink
    Definition Classes
    ProfunctorConversions
  70. implicit def profunctorToScalaz[F[_, _]](implicit FC: Capture[Profunctor[F]]): Profunctor[F] with Synthetic

    Permalink
    Definition Classes
    ProfunctorConversions
  71. implicit def representableToCats[F[_], X](implicit FC: Capture[Representable[F, X]]): Representable[F] with Synthetic { type Representation = X }

    Permalink
    Definition Classes
    RepresentableConversions
  72. implicit def representableToScalaz[F[_], X](implicit FC: Capture[Representable[F] { type Representation = X }]): Representable[F, X] with Synthetic

    Permalink
    Definition Classes
    RepresentableConversions
  73. implicit def rwstAs[F[_], E, L, S, A](implicit F: Monad[F]): AsScalaz[RWST[F, E, L, S, A], RWST[F, E, L, S, A]] with AsCats[RWST[F, E, L, S, A], RWST[F, E, L, S, A]]

    Permalink
    Definition Classes
    RWSTConverters
  74. implicit def semigroupKToScalaz[F[_]](implicit FC: Capture[SemigroupK[F]]): Plus[F] with Synthetic

    Permalink
    Definition Classes
    SemigroupKConversions
  75. implicit def semigroupToCats[A](implicit FC: Capture[Semigroup[A]]): Semigroup[A] with Synthetic

    Permalink
    Definition Classes
    SemigroupConversions
  76. implicit def semigroupToScalaz[A](implicit FC: Capture[Semigroup[A]]): Semigroup[A] with Synthetic

    Permalink
    Definition Classes
    SemigroupConversions
  77. implicit def showToCats[A](implicit FC: Capture[Show[A]]): Show[A] with Synthetic

    Permalink
    Definition Classes
    ShowConversions
  78. implicit def showToScalaz[A](implicit FC: Capture[Show[A]]): Show[A] with Synthetic

    Permalink
    Definition Classes
    ShowConversions
  79. implicit def stateTAs[F[_], S1, S2, A](implicit arg0: Monad[F]): AsScalaz[IndexedStateT[F, S1, S2, A], IndexedStateT[F, S1, S2, A]] with AsCats[IndexedStateT[F, S1, S2, A], IndexedStateT[F, S1, S2, A]]

    Permalink
    Definition Classes
    IndexedStateTConverters
  80. implicit def strongToCats[F[_, _]](implicit FC: Capture[Strong[F]]): Strong[F] with Synthetic

    Permalink
    Definition Classes
    StrongConversions
  81. implicit def strongToScalaz[F[_, _]](implicit FC: Capture[Strong[F]]): Strong[F] with Synthetic

    Permalink
    Definition Classes
    StrongConversions
  82. implicit def traverseToCats[F[_]](implicit FC: Capture[Traverse[F]]): Traverse[F] with Synthetic

    Permalink
    Definition Classes
    TraverseConversions
  83. implicit def traverseToScalaz[F[_]](implicit FC: Capture[Traverse[F]]): Traverse[F] with Synthetic

    Permalink
    Definition Classes
    TraverseConversions
  84. package util

    Permalink
  85. implicit def validatedAs[E, A]: AsScalaz[Validated[E, A], Validation[E, A]] with AsCats[Validation[E, A], Validated[E, A]]

    Permalink
    Definition Classes
    ValidatedConverters
  86. implicit def validatedNelAs[E, A]: AsScalaz[ValidatedNel[E, A], ValidationNel[E, A]] with AsCats[ValidationNel[E, A], ValidatedNel[E, A]]

    Permalink
    Definition Classes
    ValidatedNELConverters
  87. implicit def valueAs[A]: AsCats[Value[A], Eval[A]]

    Permalink
    Definition Classes
    EvalConverters
  88. implicit def writerTAs[F[_], W, A]: AsScalaz[WriterT[F, W, A], WriterT[F, W, A]] with AsCats[WriterT[F, W, A], WriterT[F, W, A]]

    Permalink
    Definition Classes
    WriterTConverters

Inherited from ShimsCore

Inherited from AsSyntaxModule

Inherited from RWSTConverters

Inherited from CokleisliConverters

Inherited from ConstConverters

Inherited from IorConverters

Inherited from WriterTConverters

Inherited from MaybeTConverters

Inherited from MaybeConverters

Inherited from OneAndConverters

Inherited from ValidatedNELConverters

Inherited from NELConverters

Inherited from ValidatedConverters

Inherited from OptionTConverters

Inherited from KleisliConverters

Inherited from EitherTConverters

Inherited from EitherKConverters

Inherited from IndexedStateTConverters

Inherited from EvalConverters

Inherited from FreeConverters

Inherited from FunctionKConverters

Inherited from InjectConversions

Inherited from ChoiceConversions

Inherited from ArrowConversions

Inherited from StrongConversions

Inherited from ProfunctorConversions

Inherited from EitherConverters

Inherited from CategoryConversions

Inherited from ComposeConversions

Inherited from BitraverseConversions

Inherited from BifoldableConversions

Inherited from BifunctorConversions

Inherited from ShowConversions

Inherited from MonadErrorConversions

Inherited from MonadConversions

Inherited from FlatMapConversions

Inherited from ComonadConversions

Inherited from CoflatMapConversions

Inherited from TraverseConversions

Inherited from FoldableConversions

Inherited from MonoidConversions

Inherited from SemigroupConversions

Inherited from OrderConversions

Inherited from EqConversions

Inherited from DistributiveConversions

Inherited from AlternativeConversions

Inherited from MonoidKConversions

Inherited from SemigroupKConversions

Inherited from ApplicativeConversions

Inherited from ApplyConversions

Inherited from RepresentableConversions

Inherited from FunctorConversions

Inherited from ContravariantConversions

Inherited from IFunctorConversions

Inherited from AnyRef

Inherited from Any

Ungrouped