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authorJason Zaugg <jzaugg@gmail.com>2013-06-03 23:48:35 +0200
committerJason Zaugg <jzaugg@gmail.com>2013-06-05 16:55:44 +0200
commit8c0f444ba550dbd2aa7071cf840aec7b6ada03cb (patch)
treec1a9c520f5023ba76e71d837e9b94d8d25065fc7 /test/files/pos/t2613.scala
parentd70c0e344d420af1d8520b0a73109850f66c518c (diff)
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SI-5022 Retain precise existentials through pattern matching
From the dawn of scalac's existentials, the typer widens existentials pt-s by substituting wildcard types in places of existential quantifiers. In this example: class ForSomeVsUnapply { def test { def makeWrap: Wrap = ??? def useRep[e](rep: (e, X[e])) = () val rep = makeWrap match { case Wrap(r) => r }; useRep(rep) // error } } the type of `r` is the result of typechecking: Apply( fun = TypeTree( tpe = (rep#12037: (e#12038, X#7041[e#12038]) forSome { type e#12038 }) args = Bind(r @ _) :: Nil } This descends to type the `Bind` with: pt = (e#12038, X#7041[e#12038]) forSome { type e#12038 } `dropExistential` clobbers that type to `Tuple2#1540[?, X#7041[?]]`, which doesn't express any relationship between the two instances of the wildcard type. `typedIdent` sort of reverses this with a call to `makeFullyDefined`, but only ends up with: pt = (Any#3330, X#7041[_1#12227]) forSome { type _1#12227; type e#12038 } I suspect that this existential dropping only makes sense outside of typechecking patterns. In pattern mode, type information flows from the expected type onwards to the body of the case; we must not lose precision in the types. For SIP-18 friendly existentials, one `dropExistential` is invertable with `makeFullyDefined`, so this hasn't been such a big problem. The error message improvement conferred by SI-4515 took a hit. That might be a good example to consider when reviewing this change: Does it tell us anything interesting about this `dropExistential` business?
Diffstat (limited to 'test/files/pos/t2613.scala')
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diff --git a/test/files/pos/t2613.scala b/test/files/pos/t2613.scala
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+import language.existentials
+
+object Test {
+ class Row
+
+ abstract class MyRelation [R <: Row, +Relation <: MyRelation[R, Relation]]
+
+ type M = MyRelation[R, Relation] forSome {type R <: Row; type Relation <: MyRelation[R, Relation]}
+
+ var (x,y): (String, M) = null
+}