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package cats | |
package data | |
import scala.annotation.tailrec | |
sealed abstract class Continuation[O, +I] { | |
def map[I2](fn: I => I2): Continuation[O, I2] = | |
Continuation.Mapped(this, fn) | |
def flatMap[I2](fn: I => Continuation[O, I2]): Continuation[O, I2] = | |
Continuation.FlatMapped(this, fn) | |
final def apply(fn: I => O): O = { | |
import Continuation._ | |
//@tailrec | |
def go(e: Either[((Any => O) => O, Fn[Any, O]), O]): O = e match { | |
case Right(o) => o | |
case Left((cont, ScalaFn(sfn))) => cont(sfn) | |
case Left((cont, fn)) => | |
// This is not stack safe, we could keep finding continuations | |
cont { i: Any => go(run(Right(i), fn)) } | |
} | |
go(run(Left(this), ScalaFn(fn).asInstanceOf[Fn[Any, O]])) | |
} | |
} | |
object Continuation { | |
def pure[O] = new PureBuilder[O] | |
class PureBuilder[O] { | |
def apply[I](i: I): Continuation[O, I] = Const(i) | |
} | |
def from[I, O](fn: (I => O) => O): Continuation[O, I] = Cont(fn) | |
private case class Const[O, I](i: I) extends Continuation[O, I] | |
private case class Mapped[O, I1, I2]( | |
c: Continuation[O, I1], | |
fn: I1 => I2) extends Continuation[O, I2] | |
private case class FlatMapped[O, I1, I2]( | |
c: Continuation[O, I1], | |
fn: I1 => Continuation[O, I2]) extends Continuation[O, I2] | |
private case class Cont[O, I](runfn: (I => O) => O) extends Continuation[O, I] | |
@tailrec | |
private def run[O](c: Either[Continuation[O, Any], Any], fn: Fn[Any, O]): Either[((Any => O) => O, Fn[Any, O]), O] = c match { | |
//private def run[O, I](c: Either[Continuation[O, I], I], fn: Fn[I, O]): O = c match { | |
case Left(Const(i)) => run(Right(i), fn) | |
case Left(Cont(runfn)) => Left((runfn, fn)) | |
case Left(Mapped(c, n)) => run(Left(c), AndThen(ScalaFn(n), fn)) | |
case Left(FlatMapped(c, next)) => run(Left(c), RunCont(next, fn)) | |
case r@Right(i) => | |
fn match { | |
case ScalaFn(fn) => Right(fn(i)) | |
case r@RunCont(_, _) => | |
run(Left(r.fn(i)).asInstanceOf[Either[Continuation[O, Any], Any]], r.next.asInstanceOf[Fn[Any, O]]) // scala type inference goofs up here | |
case AndThen(ScalaFn(f), next) => run(Right(f(i)), next) | |
case AndThen(r@RunCont(_, _), next) => | |
run(Left(r.fn(i)).asInstanceOf[Either[Continuation[O, Any], Any]], AndThen(r.next, next).asInstanceOf[Fn[Any, O]]) // scala type inference goofs up here | |
case at@AndThen(_, _) => | |
/** | |
* Note this method compiles with the following signature, but not | |
* as a tailrec method, which scala does not support when the types | |
* are not identical on each loop. | |
* def rotateRight[X, Y, Z](s: AndThen[X, Y, Z]): Fn[X, Z] = s.fn match { | |
*/ | |
@tailrec | |
def rotateRight[Z](s: AndThen[Any, Any, Z]): Fn[Any, Z] = s.fn match { | |
//def rotateRight[X, Y, Z](s: AndThen[X, Y, Z]): Fn[X, Z] = s.fn match { | |
case f: ScalaFn[_, _] => s | |
case f: RunCont[_, _, _] => s | |
case AndThen(a, b) => rotateRight(AndThen(a, AndThen(b, s.next))) | |
} | |
run(r, rotateRight(at)) | |
} | |
} | |
sealed abstract class Fn[-A, +B] | |
case class ScalaFn[A, B](fn: A => B) extends Fn[A, B] | |
case class RunCont[I1, I2, O](fn: I1 => Continuation[O, I2], next: Fn[I2, O]) extends Fn[I1, O] | |
case class AndThen[A, B, C](fn: Fn[A, B], next: Fn[B, C]) extends Fn[A, C] | |
} | |
// http://www.di.ens.fr/~pouzet/cours/systeme/bib/koen-concurrency-poor-man-jpf93.pdf | |
// poor man's concurrency monad | |
sealed abstract class Action[M[_]] | |
object Action { | |
type C[M[_], T] = Continuation[Action[M], T] | |
private case class Stop[M[_]]() extends Action[M] | |
private case class Fork[M[_]](a: Action[M], b: Action[M]) extends Action[M] | |
private case class Atom[M[_]](act: M[Action[M]]) extends Action[M] | |
def action[M[_], T](c: C[M, T]): Action[M] = | |
c(_ => Stop[M]()) | |
def atom[M[_], T](m: M[T])(implicit M: Functor[M]): C[M, T] = | |
Continuation.from[T, Action[M]] { next => Atom(M.map(m)(next)) } | |
def stop[M[_]]: C[M, Nothing] = | |
Continuation.from[Nothing, Action[M]] { next => Stop() } | |
def par[M[_], T](a: C[M, T], b: C[M, T]): C[M, T] = | |
Continuation.from[T, Action[M]] { next => Fork[M](a(next), b(next)) } | |
def fork[M[_], T](a: C[M, T]): C[M, Unit] = | |
Continuation.from[Unit, Action[M]] { next => Fork[M](action(a), next(())) } | |
def run[M[_]: Monad](action: Action[M]): M[Unit] = runAll(Vector(action)) | |
def runAll[M[_]](action: Vector[Action[M]])(implicit M: Monad[M]): M[Unit] = { | |
def step(as: Vector[Action[M]]): M[Either[Vector[Action[M]], Unit]] = | |
as match { | |
case Vector() => M.pure(Right(())) | |
case Stop() +: tail => M.pure(Left(tail)) | |
case Fork(a, b) +: tail => M.pure(Left(tail :+ a :+ b)) | |
case Atom(ma) +: tail => M.map(ma) { a => Left(as :+ a) } | |
} | |
M.tailRecM(action)(step) | |
} | |
} |
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