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| package test | |
| trait ListF[+A, +S] | |
| trait Nil extends ListF[Nothing, Nothing] | |
| object Nil extends Nil | |
| case class Cons[A, +S](x: A, xs: S) extends ListF[A, S] | |
| case class Fix[F[_]](f: F[Fix[F]]) | |
| object list { | |
| type List[A] = Fix[ListF[A, ?]] | |
| def nil[A] = Fix[ListF[A, ?]](Nil) | |
| def cons[A] = (x:A, xs: List[A]) => Fix[ListF[A, ?]](Cons(x, xs)) | |
| } | |
| trait Inductive | |
| case class HFix[F[_], R <: Inductive](f: F[R]) extends Inductive | |
| trait INil extends Inductive | |
| object hlist { | |
| def hnil = HFix[ListF[Nil, ?], INil](Nil) | |
| def hcons[X, XS <: Inductive](x: X, xs: XS) = HFix[ListF[X, ?], XS](Cons(x, xs)) | |
| val test = hcons(1, hcons("bar", hnil)) | |
| } | |
| object coproduct { | |
| sealed trait :+:[+H, +T] | |
| final case class Inl[+H, +T](head : H) extends :+:[H, T] | |
| final case class Inr[+H, +T](tail : T) extends :+:[H, T] | |
| def r[T](v: T) = HFix[:+:[T, ?], INil](Inl(v)) | |
| def l[T] = new { | |
| def apply[C <: Inductive](c: C) = HFix[:+:[T, ?], C](Inr(c)) | |
| } | |
| val test = l[Double](l[Int](r("bar"))) | |
| } |
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