package scalaz
import Scalaz._
sealed trait Input[E] {
def apply[Z](empty: => Z, el: (=> E) => Z, eof: => Z): Z
}
sealed trait IterV[E, A] {
import IterV._
def fold[Z](done: (=> A, => Input[E]) => Z, cont: (Input[E] => IterV[E, A]) => Z): Z
def apply[F[_]](f: F[E])(implicit e: Enumerator[F]): IterV[E, A] = e(f, this)
def run: A = {
def runCont(i: IterV[E, A]) = i.fold(done = (x, _) => Some(x), cont = _ => None)
fold(done = (x, _) => x,
cont = k => runCont(k(EOF[E])).getOrElse(sys.error("Diverging iteratee!")))
}
def drop1First: IterV[E, A] = drop(1) flatMap (_ => this)
}
sealed trait IterVM[M[_], E, A] {
import IterV._
def fold[Z](done: (=> A, => Input[E]) => Z, cont: (Input[E] => Iteratee[M, E, A]) => Z): Z
}
case class Iteratee[M[_], E, A](value: M[IterVM[M, E, A]]) extends NewType[M[IterVM[M, E, A]]]
trait Enumerator[F[_]] {
def apply[E, A](f: F[E], i: IterV[E, A]): IterV[E, A]
}
object IterV {
type EnumeratorM[M[_], E] = ({type λ[α] = IterV[E, α]})#λ ~> ({type λ[α] = M[IterV[E, α]]})#λ
object Done {
def apply[E, A](a: => A, i: => Input[E]): IterV[E, A] = new IterV[E, A] {
def fold[Z](done: (=> A, => Input[E]) => Z,
cont: (Input[E] => IterV[E, A]) => Z): Z = done(a, i)
}
def unapply[E, A](r: IterV[E, A]): Option[(A, Input[E])] =
r.fold[Option[(A,Input[E])]](
done = (a, i) => Some((a, i)),
cont = f => None)
}
object Cont {
def apply[E, A](f: Input[E] => IterV[E, A]): IterV[E, A] = new IterV[E, A] {
def fold[Z](done: (=> A, => Input[E]) => Z,
cont: (Input[E] => IterV[E, A]) => Z): Z = cont(f)
}
def unapply[E, A](r: IterV[E, A]): Option[Input[E] => IterV[E, A]] =
r.fold[Option[Input[E] => IterV[E, A]]](
done = (a, i) => None,
cont = Some(_))
}
object DoneM {
def apply[M[_], E, A](a: => A, i: => Input[E]): IterVM[M, E, A] = new IterVM[M, E, A] {
def fold[Z](done: (=> A, => Input[E]) => Z,
cont: (Input[E] => Iteratee[M, E, A]) => Z): Z = done(a, i)
}
def unapply[M[_], E, A](r: IterVM[M, E, A]): Option[(A, Input[E])] =
r.fold[Option[(A, Input[E])]](
done = (a, i) => Some((a, i)),
cont = f => None)
}
object ContM {
def apply[M[_], E, A](f: Input[E] => Iteratee[M, E, A]): IterVM[M, E, A] = new IterVM[M, E, A] {
def fold[Z](done: (=> A, => Input[E]) => Z,
cont: (Input[E] => Iteratee[M, E, A]) => Z): Z = cont(f)
}
def unapply[M[_], E, A](r: IterVM[M, E, A]): Option[Input[E] => Iteratee[M, E, A]] =
r.fold[Option[Input[E] => Iteratee[M, E, A]]](
done = (a, i) => None,
cont = f => Some(f))
}
def head[E] : IterV[E, Option[E]] = {
def step(s: Input[E]): IterV[E, Option[E]] =
s(el = e => Done(Some(e), Empty[E]),
empty = Cont(step),
eof = Done(None, EOF[E]))
Cont(step)
}
def peek[E] : IterV[E, Option[E]] = {
def step(s: Input[E]): IterV[E, Option[E]]
= s(el = e => Done(Some(e), s),
empty = Cont(step),
eof = Done(None, EOF[E]))
Cont(step)
}
def peekDoneOr[A, B](b: => B, f: A => IterV[A, B]): IterV[A, B] =
peek[A] >>= (_.iterDoneOr(b, f))
def drop[E](n: Int): IterV[E, Unit] = {
def step(s: Input[E]): IterV[E, Unit] =
s(el = _ => drop(n - 1),
empty = Cont(step),
eof = Done((), EOF[E]))
if (n == 0) Done((), Empty[E])
else Cont(step)
}
def length[E] : IterV[E, Int] = {
def step(acc: Int)(s: Input[E]): IterV[E, Int] =
s(el = _ => Cont(step(acc + 1)),
empty = Cont(step(acc)),
eof = Done(acc, EOF[E]))
Cont(step(0))
}
def takeWhile[A, F[_]](pred: A => Boolean)(implicit mon: Monoid[F[A]], pr: Pure[F]): IterV[A, F[A]] = {
def peekStepDoneOr(z: F[A]) = peekDoneOr(z, step(z, _: A))
def step(acc: F[A], a: A): IterV[A, F[A]] = {
if (pred(a))
drop(1) >>=| peekStepDoneOr(acc |+| a.η[F])
else
Done(acc, EOF.apply)
}
peekStepDoneOr(∅[F[A]])
}
def groupBy[A, F[_]](pred: (A, A) => Boolean)(implicit mon: Monoid[F[A]], pr: Pure[F]): IterV[A, F[A]] = {
IterV.peek >>= {
case None => Done(∅[F[A]], Empty[A])
case Some(h) => takeWhile(pred(_, h))
}
}
def repeat[E, A, F[_]](iter: IterV[E,A])(implicit mon: Monoid[F[A]], pr: Pure[F]): IterV[E, F[A]] = {
def step(acc: F[A])(s: Input[E]): IterV[E, F[A]] =
s(el = e => iter.fold(
(a, _) => Cont(step(acc |+| a.η[F])),
k => k(El(e)).fold(
(a, _) => Cont(step(acc |+| a.η[F])),
(k2) => Cont((in: Input[E]) => for {
h <- k2(in)
t <- repeat(iter)
} yield acc |+| h.pure[F] |+| t
)
)),
empty = Cont(step(acc)),
eof = Done(acc, EOF.apply))
Cont(step(∅[F[A]]))
}
def collect[A, F[_]](implicit mon: Monoid[F[A]], pr: Pure[F]): IterV[A, F[A]] = {
def step(acc: F[A])(s: Input[A]): IterV[A, F[A]] =
s(el = e => Cont(step(acc |+| e.η[F])),
empty = Cont(step(acc)),
eof = Done(acc, EOF.apply))
Cont(step(∅[F[A]]))
}
def reversed[A, F[_]](implicit r: Reducer[A, F[A]]): IterV[A, F[A]] = {
def step(acc: F[A])(s: Input[A]): IterV[A, F[A]] =
s(el = e => Cont(step(r.cons(e, acc))),
empty = Cont(step(acc)),
eof = Done(acc, EOF.apply))
Cont(step(r.monoid.zero))
}
object Empty {
def apply[E] : Input[E] = new Input[E] {
def apply[Z](empty: => Z, el: (=> E) => Z, eof: => Z): Z = empty
}
def unapply[E](r: Input[E]): Boolean =
r.apply[Either[Input[E], Boolean]](
empty = Right(true),
el = e => Left(El(e)),
eof = Left(EOF[E])).fold(x => false, x => x)
}
object El {
def apply[E](e0: => E): Input[E] = new Input[E] {
def apply[Z](empty: => Z, el: (=> E) => Z, eof: => Z): Z = el(e0)
}
def unapply[E](r: Input[E]): Option[E] =
r.apply[Either[Input[E], (E)]](
empty = Left(Empty[E]),
el = e => Right(e),
eof = Left(EOF[E])).right.toOption
}
object EOF {
def apply[E] : Input[E] = new Input[E] {
def apply[Z](empty: => Z, el: (=> E) => Z, eof: => Z): Z = eof
}
def unapply[E](r: Input[E]): Boolean =
r.apply[Either[Input[E], Boolean]](
empty = Left(Empty[E]),
el = e => Left(El(e)),
eof = Right(true)).fold(x => false, x => x)
}
}