object FreeT extends FreeTInstances
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- FreeT.scala
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- final def !=(arg0: Any): Boolean
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- implicit def freeTBind[S[_], M[_]](implicit M0: Applicative[M]): Bind[[γ$13$]FreeT[S, M, γ$13$]]
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- FreeTInstances2
- implicit def freeTFoldable[S[_], M[_]](implicit arg0: Foldable[S], arg1: Foldable[M], arg2: Applicative[M], arg3: BindRec[M]): Foldable[[γ$22$]FreeT[S, M, γ$22$]]
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- FreeTInstances2
- implicit def freeTHoist[S[_]]: Hoist[[β$14$[_$1], γ$15$]FreeT[S, β$14$, γ$15$]]
- Definition Classes
- FreeTInstances2
- implicit def freeTMonad[S[_], M[_]](implicit M0: Applicative[M]): Monad[[γ$24$]FreeT[S, M, γ$24$]] with BindRec[[γ$25$]FreeT[S, M, γ$25$]]
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- FreeTInstances0
- implicit def freeTMonadError[S[_], M[_], E](implicit arg0: BindRec[M], E: MonadError[M, E]): MonadError[[γ$11$]FreeT[S, M, γ$11$], E]
- Definition Classes
- FreeTInstances3
- implicit def freeTMonadPlus[S[_], M[_]](implicit arg0: ApplicativePlus[M], arg1: BindRec[M]): MonadPlus[[γ$27$]FreeT[S, M, γ$27$]] with Alt[[γ$28$]FreeT[S, M, γ$28$]]
- Definition Classes
- FreeTInstances
- implicit def freeTMonadReader[S[_], M[_], E](implicit M1: MonadReader[M, E]): MonadReader[[γ$6$]FreeT[S, M, γ$6$], E]
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- FreeTInstances5
- implicit def freeTMonadState[S[_], M[_], E](implicit M1: MonadState[M, E]): MonadState[[γ$9$]FreeT[S, M, γ$9$], E]
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- FreeTInstances4
- implicit def freeTMonadTell[S[_], M[_], E](implicit M1: MonadTell[M, E]): MonadTell[[γ$4$]FreeT[S, M, γ$4$], E]
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- FreeTInstances6
- implicit def freeTPlus[S[_], M[_]](implicit arg0: Applicative[M], arg1: BindRec[M], arg2: Plus[M]): Plus[[γ$26$]FreeT[S, M, γ$26$]]
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- FreeTInstances0
- implicit def freeTTraverse[S[_], M[_]](implicit arg0: Traverse[S], arg1: Traverse[M], arg2: Applicative[M], arg3: BindRec[M]): Traverse[[γ$23$]FreeT[S, M, γ$23$]]
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- FreeTInstances1
- final def getClass(): Class[_ <: AnyRef]
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- def hashCode(): Int
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- final def isInstanceOf[T0]: Boolean
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- def isoFree[S[_]]: Isomorphism.<~>[[γ$0$]FreeT[S, [X]X, γ$0$], [β$1$]Free[S, β$1$]]
- def liftF[S[_], M[_], A](value: S[A])(implicit M: Applicative[M]): FreeT[S, M, A]
Suspends a value within a functor in a single step.
Suspends a value within a functor in a single step. Monadic unit for a higher-order monad.
- def liftM[S[_], M[_], A](value: M[A])(implicit M: Functor[M]): FreeT[S, M, A]
- def liftMU[S[_], MA](value: MA)(implicit M: Unapply[Functor, MA]): FreeT[S, M, A]
A version of
liftM
that infers the nested type constructor. - final def ne(arg0: AnyRef): Boolean
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- def point[S[_], M[_], A](value: A)(implicit M: Applicative[M]): FreeT[S, M, A]
Return the given value in the free monad.
- def roll[S[_], M[_], A](value: S[FreeT[S, M, A]])(implicit M: Applicative[M]): FreeT[S, M, A]
- def suspend[S[_], M[_], A](a: M[\/[A, S[FreeT[S, M, A]]]])(implicit M: Applicative[M]): FreeT[S, M, A]
- final def synchronized[T0](arg0: => T0): T0
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- def tailrecM[S[_], M[_], A, B](a: A)(f: (A) => FreeT[S, M, \/[A, B]])(implicit arg0: Applicative[M]): FreeT[S, M, B]
- def toString(): String
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- final def wait(): Unit
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- final def wait(arg0: Long, arg1: Int): Unit
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- final def wait(arg0: Long): Unit
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