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Canonicalize capture variable subtype comparisons #22299
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import language.experimental.captureChecking | ||
import caps.* | ||
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def test[C^] = | ||
val a: C = ??? | ||
val b: CapSet^{C^} = a | ||
val c: C = b | ||
val d: CapSet^{C^, c} = a | ||
There was a problem hiding this comment. Choose a reason for hiding this commentThe reason will be displayed to describe this comment to others. Learn more. In theory, we should never have an instance of There was a problem hiding this comment. Choose a reason for hiding this commentThe reason will be displayed to describe this comment to others. Learn more. The point of this is to test subtyping relations between capture sets. The term bindings are a crutch. Back then I could not do it in the "obvious" way using e.g. There was a problem hiding this comment. Choose a reason for hiding this commentThe reason will be displayed to describe this comment to others. Learn more. I think the assignments are fine to test. I mean the |
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// TODO: make "CapSet-ness" of type variables somehow contagious? | ||
// Then we don't have to spell out the bounds explicitly... | ||
def testTrans[C^, D >: CapSet <: C, E >: CapSet <: D, F >: C <: CapSet^] = | ||
val d1: D = ??? | ||
val d2: CapSet^{D^} = d1 | ||
val d3: D = d2 | ||
val e1: E = ??? | ||
val e2: CapSet^{E^} = e1 | ||
val e3: E = e2 | ||
val d4: D = e1 | ||
val c1: C = d1 | ||
val c2: C = e1 | ||
val f1: F = c1 | ||
val d_e_f1: CapSet^{D^,E^,F^} = d1 | ||
val d_e_f2: CapSet^{D^,E^,F^} = e1 | ||
val d_e_f3: CapSet^{D^,E^,F^} = f1 | ||
val f2: F = d_e_f1 | ||
val c3: C = d_e_f1 // error | ||
val c4: C = f1 // error | ||
val e4: E = f1 // error | ||
val e5: E = d1 // error | ||
val c5: CapSet^{C^} = e1 | ||
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trait A[+T] | ||
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trait B[-C] | ||
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def testCong[C^, D^] = | ||
val a: A[C] = ??? | ||
val b: A[CapSet^{C^}] = a | ||
val c: A[CapSet^{D^}] = a // error | ||
val d: A[CapSet^{C^,D^}] = a | ||
val e: A[C] = d // error | ||
val f: B[C] = ??? | ||
val g: B[CapSet^{C^}] = f | ||
val h: B[C] = g | ||
val i: B[CapSet^{C^,D^}] = h // error | ||
val j: B[C] = i |
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