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Scala example source code file (Option.scala)

This example Scala source code file (Option.scala) is included in the alvinalexander.com "Java Source Code Warehouse" project. The intent of this project is to help you "Learn Scala by Example" TM.

Learn more about this Scala project at its project page.

Java - Scala tags/keywords

equal, monad, monoid, none, option, order, show, some, success, tag

The Option.scala Scala example source code

package scalaz
package std

sealed trait OptionInstances0 {
  implicit def optionEqual[A](implicit A0: Equal[A]): Equal[Option[A]] = new OptionEqual[A] {
    implicit def A = A0
  }
}

trait OptionInstances extends OptionInstances0 {
  implicit val optionInstance: Traverse[Option] with MonadPlus[Option] with BindRec[Option] with Cozip[Option] with Zip[Option] with Unzip[Option] with Align[Option] with IsEmpty[Option] with Cobind[Option] with Optional[Option] =
    new Traverse[Option] with MonadPlus[Option] with BindRec[Option] with Cozip[Option] with Zip[Option] with Unzip[Option] with Align[Option] with IsEmpty[Option] with Cobind[Option] with Optional[Option] {
      def point[A](a: => A) = Some(a)
      override def index[A](fa: Option[A], n: Int) = if (n == 0) fa else None
      override def length[A](fa: Option[A]) = if (fa.isEmpty) 0 else 1
      override def ap[A, B](fa: => Option[A])(f: => Option[A => B]) = f match {
        case Some(f) => fa match {
          case Some(x) => Some(f(x))
          case None    => None
        }
        case None    => None
      }
      def bind[A, B](fa: Option[A])(f: A => Option[B]) = fa flatMap f
      override def map[A, B](fa: Option[A])(f: A => B) = fa map f
      def traverseImpl[F[_], A, B](fa: Option[A])(f: A => F[B])(implicit F: Applicative[F]) =
        fa map (a => F.map(f(a))(Some(_): Option[B])) getOrElse F.point(None)
      def empty[A]: Option[A] = None
      def plus[A](a: Option[A], b: => Option[A]) = a orElse b
      override def foldRight[A, B](fa: Option[A], z: => B)(f: (A, => B) => B) = fa match {
        case Some(a) => f(a, z)
        case None    => z
      }
      def cozip[A, B](a: Option[A \/ B]) =
        a match {
          case None => -\/(None)
          case Some(e) => e match {
            case -\/(a) => -\/(Some(a))
            case \/-(b) => \/-(Some(b))
          }
        }
      def zip[A, B](a: => Option[A], b: => Option[B]) =
        for {
          x <- a
          y <- b
        } yield (x, y)
      def unzip[A, B](a: Option[(A, B)]) =
        a match {
          case None => (None, None)
          case Some((a, b)) => (Some(a), Some(b))
        }

      def alignWith[A, B, C](f: A \&/ B => C) = {
        case (None, None) =>
          None
        case (Some(a), None) =>
          Some(f(\&/.This(a)))
        case (None, Some(b)) =>
          Some(f(\&/.That(b)))
        case (Some(a), Some(b)) =>
          Some(f(\&/.Both(a, b)))
      }

      def cobind[A, B](fa: Option[A])(f: Option[A] => B) =
        fa map (a => f(Some(a)))

      override def cojoin[A](a: Option[A]) =
        a map (Some(_))

      def pextract[B, A](fa: Option[A]): Option[B] \/ A =
        fa map \/.right getOrElse -\/(None)
      override def isDefined[A](fa: Option[A]): Boolean = fa.isDefined
      override def toOption[A](fa: Option[A]): Option[A] = fa
      override def getOrElse[A](o: Option[A])(d: => A) = o getOrElse d

      @scala.annotation.tailrec
      def tailrecM[A, B](f: A => Option[A \/ B])(a: A): Option[B] =
        f(a) match {
          case None => None
          case Some(-\/(a)) => tailrecM(f)(a)
          case Some(\/-(b)) => Some(b)
        }
    }

  implicit def optionMonoid[A: Semigroup]: Monoid[Option[A]] = new Monoid[Option[A]] {
    def append(f1: Option[A], f2: => Option[A]) = (f1, f2) match {
      case (Some(a1), Some(a2)) => Some(Semigroup[A].append(a1, a2))
      case (Some(a1), None)     => f1
      case (None, sa2 @ Some(a2)) => sa2
      case (None, None)         => None
    }

    def zero: Option[A] = None
  }

  /** Add `None` as an element less than all `A`s. */
  implicit def optionOrder[A](implicit A0: Order[A]): Order[Option[A]] = new OptionOrder[A] {
    implicit def A = A0
  }

  implicit def optionShow[A: Show]: Show[Option[A]] = new Show[Option[A]] {
    override def show(o1: Option[A]) = o1 match {
      case Some(a1) => Cord("Some(", Show[A].show(a1), ")")
      case None     => "None"
    }
  }

  implicit def optionFirst[A] = new Monoid[FirstOption[A]] {
    def zero: FirstOption[A] = Tag(None)

    def append(f1: FirstOption[A], f2: => FirstOption[A]) = Tag(Tag.unwrap(f1).orElse(Tag.unwrap(f2)))
  }

  implicit def optionFirstShow[A: Show]: Show[FirstOption[A]] = Tag.subst(Show[Option[A]])

  implicit def optionFirstOrder[A: Order]: Order[FirstOption[A]] = Tag.subst(Order[Option[A]])

  implicit def optionFirstMonad: Monad[FirstOption] = Tags.First.subst1[Monad, Option](Monad[Option])

  implicit def optionLast[A] = new Monoid[LastOption[A]] {
    def zero: LastOption[A] = Tag(None)

    def append(f1: LastOption[A], f2: => LastOption[A]) = Tag(Tag.unwrap(f2).orElse(Tag.unwrap(f1)))
  }

  implicit def optionLastShow[A: Show]: Show[LastOption[A]] = Tag.subst(Show[Option[A]])

  implicit def optionLastOrder[A: Order]: Order[LastOption[A]] = Tag.subst(Order[Option[A]])

  implicit def optionLastMonad: Monad[LastOption] = Tags.Last.subst1[Monad, Option](Monad[Option])

  implicit def optionMin[A](implicit o: Order[A]) = new Monoid[MinOption[A]] {
    def zero: MinOption[A] = Tag(None)

    def append(f1: MinOption[A], f2: => MinOption[A]) = Tag( (Tag unwrap f1, Tag unwrap f2) match {
      case (Some(v1), Some(v2)) => Some(Order[A].min(v1, v2))
      case (_f1 @ Some(_), None) => _f1
      case (None, _f2 @ Some(_)) => _f2
      case (None, None) => None
    })
  }

  implicit def optionMinShow[A: Show]: Show[MinOption[A]] = Tag.subst(Show[Option[A]])

  implicit def optionMinOrder[A: Order]: Order[MinOption[A]] = Tag.subst(Order[Option[A]])

  implicit def optionMinMonad: Monad[MinOption] = Tags.Min.subst1[Monad, Option](Monad[Option])

  implicit def optionMax[A](implicit o: Order[A]) = new Monoid[MaxOption[A]] {
    def zero: MaxOption[A] = Tag(None)

    def append(f1: MaxOption[A], f2: => MaxOption[A]) = Tag( (Tag unwrap f1, Tag unwrap f2) match {
      case (Some(v1), Some(v2)) => Some(Order[A].max(v1, v2))
      case (_f1 @ Some(_), None) => _f1
      case (None, _f2 @ Some(_)) => _f2
      case (None, None) => None
    })
  }

  implicit def optionMaxShow[A: Show]: Show[MaxOption[A]] = Tag.subst(Show[Option[A]])

  implicit def optionMaxOrder[A: Order]: Order[MaxOption[A]] = Tag.subst(Order[Option[A]])

  implicit def optionMaxMonad: Monad[MaxOption] = Tags.Max.subst1[Monad, Option](Monad[Option])
}

trait OptionFunctions {
  /** [[scala.Some.apply]] with a sometimes more convenient type. */
  final def some[A](a: A): Option[A] = Some(a)

  /** [[scala.None]] with a sometimes more convenient type. */
  final def none[A]: Option[A] = None

  /**
   * Catamorphism over the option. Returns the provided function `some` applied to item contained in the Option
   * if it is defined, otherwise, the provided value `none`.
   */
  final def cata[A, X](oa: Option[A])(some: A => X, none: => X): X = oa match {
    case None    => none
    case Some(a) => some(a)
  }

  /**Alias for `cata` */
  final def fold[A, X](oa: Option[A])(some: A => X, none: => X): X = cata(oa)(some, none)

  final def toSuccess[A, E](oa: Option[A])(e: => E): Validation[E, A] = oa match {
    case Some(a) => Success(a)
    case None    => Failure(e)
  }

  final def toFailure[A, B](oa: Option[A])(b: => B): Validation[A, B] = oa match {
    case Some(e) => Failure(e)
    case None    => Success(b)
  }

  final def toSuccessNel[A,E](oa: Option[A])(e: => E) : ValidationNel[E,A] = oa match {
    case Some(a) => Success(a)
    case None    => Failure(NonEmptyList(e))
  }

  final def toFailureNel[A,B](oa: Option[A])(b: => B) : ValidationNel[A,B] = oa match {
    case Some(a) => Failure(NonEmptyList(a))
    case None    => Success(b)
  }

  final def toRight[A, E](oa: Option[A])(e: => E): E \/ A = oa match {
    case Some(a) => \/-(a)
    case None    => -\/(e)
  }

  final def toLeft[A, B](oa: Option[A])(b: => B): A \/ B = oa match {
    case Some(a) => -\/(a)
    case None    => \/-(b)
  }

  final def toMaybe[A](oa: Option[A]): Maybe[A] = oa match {
    case Some(a) => Maybe.just(a)
    case None    => Maybe.empty
  }

  /**
   * Returns the item contained in the Option wrapped in type M if the Option is defined,
   * otherwise, the empty value for type M.
   */
  final def orEmpty[A, M[_] : Applicative : PlusEmpty](oa: Option[A]): M[A] = oa match {
    case Some(a) => Applicative[M].point(a)
    case None    => PlusEmpty[M].empty
  }

  /**
   * Returns the given value if None, otherwise lifts the Some value and passes it to the given function.
   */
  final def foldLift[F[_], A, B](oa: Option[A])(b: => B, k: F[A] => B)(implicit p: Applicative[F]): B = oa match {
    case None    => b
    case Some(a) => k(Applicative[F].point(a))
  }

  /**
   * Returns the given value if None, otherwise lifts the Some value to Option and passes it to the given function.
   */
  final def foldLiftOpt[A, B](oa: Option[A])(b: => B, k: Option[A] => B): B = {
    import scalaz.std.option.optionInstance
    foldLift[Option, A, B](oa)(b, k)
  }
}

object option extends OptionInstances with OptionFunctions {
  object optionSyntax extends scalaz.syntax.std.ToOptionOps with scalaz.syntax.std.ToOptionIdOps
}

//
// Type class implementation traits
//

private trait OptionEqual[A] extends Equal[Option[A]] {
  implicit def A: Equal[A]

  override def equalIsNatural: Boolean = A.equalIsNatural

  override def equal(o1: Option[A], o2: Option[A]): Boolean = (o1, o2) match {
    case (Some(a1), Some(a2)) => A.equal(a1, a2)
    case (None, None)         => true
    case (None, Some(_))      => false
    case (Some(_), None)      => false
  }
}


private trait OptionOrder[A] extends Order[Option[A]] with OptionEqual[A] {
  implicit def A: Order[A]

  import Ordering._

  def order(f1: Option[A], f2: Option[A]) = (f1, f2) match {
    case (Some(a1), Some(a2)) => Order[A].order(a1, a2)
    case (None, Some(_))      => LT
    case (Some(_), None)      => GT
    case (None, None)         => EQ
  }
}

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