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| trait Data { type Value } | |
| final case class Value[N <: Data](value: N#Value) extends AnyVal | |
| abstract class Nat protected () extends Data { type Value = Int } | |
| final class Z extends Nat | |
| final class S[N <: Nat] extends Nat | |
| object Nat { | |
| implicit val zValue: Value[Z] = | |
| Value[Z](0) | |
| implicit def sValue[N <: Nat](implicit N: Value[N]): Value[S[N]] = | |
| Value[S[N]](N.value + 1) | |
| } | |
| sealed trait HKVec { type Size <: Nat } | |
| object HKVec { | |
| final class Nil extends HKVec { type Size = Z } | |
| final class ::[Head[_], Tail <: HKVec] extends HKVec { type Size = S[Tail#Size] } | |
| } | |
| import HKVec._ | |
| sealed class Coproduct[L <: HKVec, A] { type Constructors = L; type Argument = A } | |
| object Coproduct { | |
| final case class View[L <: HKVec, A](tag: Int, value: Any) extends Coproduct[L, A] | |
| } | |
| final case class Index[L <: HKVec, H[_]](index: Int) extends AnyVal | |
| trait Index1 { | |
| implicit def case1[H[_], T <: HKVec, X[_]](implicit T: Index[T, X]): Index[H :: T, X] = Index(T.index) | |
| } | |
| object Index extends Index1 { | |
| implicit def case0[T <: HKVec, X[_]](implicit S: Value[T#Size]): Index[X :: T, X] = Index(S.value) | |
| } | |
| final case class CoproductOps[L <: HKVec, H[_]](tag: Int) { | |
| def inj[A](ha: H[A]): Coproduct[L, A] = Coproduct.View(tag, ha) | |
| def proj[A](ca: Coproduct[L, A]): Option[H[A]] = ca match { | |
| case Coproduct.View(t, a) if tag == t => Some(a.asInstanceOf[H[A]]) | |
| case _ => None | |
| } | |
| } | |
| object CoproductOps { | |
| implicit def case0[L <: HKVec, H[_]](implicit I: Index[L, H]): CoproductOps[L, H] = CoproductOps(I.index) | |
| } | |
| trait Foo[A, B] | |
| trait Bar[A] | |
| type FooBar[A, B] = Coproduct[({type L[C] = Foo[C, B]})#L :: Bar :: Nil, A] | |
| def run[B]: Unit = { | |
| implicitly[CoproductOps[Option :: List :: Nil, Option]] | |
| implicitly[CoproductOps[Option :: List :: Nil, List]] | |
| type L[a] = ({type l[a] = Either[Int, a]})#l[a] | |
| implicitly[CoproductOps[L :: List :: Nil, List]] | |
| implicitly[CoproductOps[L :: List :: Nil, L]] | |
| } |
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