Map with path-dependent value type?
dictionary, path-dependent-type, scala
Solution
No.
Path dependent types are scoped to an object instance, as in the example you gave:
def f[ A <: Outer ]( a:A )( i:a.Inner ) = (a,i)
Here the path-dependent type relies on the object reference "a", which is in scope for the declaration of the second parameter list.
The map definition looks a bit like:
trait Map[A,+B] {
def get(key: A): Option[B]
def + [B1 >: B](kv: (A, B1)): This
}
There is no object of type `A` in scope here for you to reference when defining `B`.
As others have hinted, you could define a new similar Map class which fits this requirement:
trait Map2[A <: Outer] {
def get(key: A): Option[key.Inner]
def put(key: A)(value: key.Inner): this.type
}
Problem
I know that Scala has path-dependent types, so for example if I have a class within an inner class I can constrain one argument of a method to be an instance of the inner class of the other argument: ``` class Outer { class Inner( x:Int ) } val o1 = new Outer val o2 = new Outer val i11 = new o1.Inner(11) val i12 = new o1.Inner(12) val i21 = new o2.Inner(21) def f[ A <: Outer ]( a:A )( i:a.Inner ) = (a,i) f(o1)(i11) // works f(o1)(i21) // type mismatch; i21 is from o2, not o1 ``` And I can create a Map from an Outer to an Inner using a type projection: ``` var m = Map[Outer,Outer#Inner]() ``` But that would allow entries like `o1 -> i21`, and I don't want that to be allowed. Is there any type magic to require that a value be an instance of its key's inner class? That is, I want to say something like ``` var m = Map[Outer,$1.Inner]() // this doesn't work, of course ```