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RequirementMachine: Conditional requirement inference
If a type parameter is subject to both a conformance requirement and a concrete type requirement, the concrete type might conform conditionally. In this case, introduce new requirements to satisfy the conditional conformance. Since this can add new hitherto-unseen protocols to the rewrite system, restrict this feature to top-level generic signatures, and not protocol requirement signatures. Allowing this to occur in protocol requirement signatures would change the connectivity of the protocol dependency graph (and hence the connected components) during completion, which would be a major complication in the design. The GSB already enforces this restriction. I changed the existing conditional_requirement_inference.swift test to run with -requirement-machine-inferred-signatures=verify. Since one of the test cases there triggers an unrelated bug in the Requirement Machine, I split it off into a new file named conditional_requirement_inference_2.swift which still runs with the GSB. Once the bug is fixed I'll merge the files again.
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@@ -1,58 +1,25 @@
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// RUN: %target-typecheck-verify-swift
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// RUN: not %target-swift-frontend -typecheck -debug-generic-signatures %s 2>&1 | %FileCheck %s
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// RUN: %target-swift-frontend -typecheck -debug-generic-signatures -requirement-machine-inferred-signatures=verify %s 2>&1 | %FileCheck %s
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protocol Equatable {}
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struct Array<Element> {}
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extension Array : Equatable where Element : Equatable {}
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// Valid example
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struct EquatableBox<T : Equatable> {
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// CHECK: Generic signature: <T, U where T == Array<U>, U : Equatable>
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func withArray<U>(_: U) where T == Array<U> {}
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}
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struct EquatableSequenceBox<T : Sequence> where T.Element : Equatable {
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// CHECK: Generic signature: <T, U where T == Array<Array<U>>, U : Equatable>
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func withArrayArray<U>(_: U) where T == Array<Array<U>> {}
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}
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// A conditional requirement with a protocol we haven't seen before.
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protocol First {}
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protocol Second {}
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// A very elaborate invalid example (see comment in mergeP1AndP2())
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struct G<T> {}
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extension Array : First where Element : Second {}
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protocol P {}
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extension G : P where T : P {}
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protocol P1 {
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associatedtype T
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associatedtype U where U == G<T>
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associatedtype R : P1
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}
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protocol P2 {
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associatedtype U : P
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associatedtype R : P2
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}
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func takesP<T : P>(_: T.Type) {}
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// expected-note@-1 {{where 'T' = 'T.T'}}
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// expected-note@-2 {{where 'T' = 'T.R.T'}}
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// expected-note@-3 {{where 'T' = 'T.R.R.T'}}
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// expected-note@-4 {{where 'T' = 'T.R.R.R.T'}}
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// CHECK: Generic signature: <T where T : P1, T : P2>
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func mergeP1AndP2<T : P1 & P2>(_: T) {
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// P1 implies that T.(R)*.U == G<T.(R)*.T>, and P2 implies that T.(R)*.U : P.
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//
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// These together would seem to imply that G<T.(R)*.T> : P, therefore
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// the conditional conformance G : P should imply that T.(R)*.T : P.
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//
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// However, this would require us to infer an infinite number of
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// conformance requirements in the signature of mergeP1AndP2() of the
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// form T.(R)*.T : P.
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//
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// Since we're unable to represent that, make sure that a) we don't crash,
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// b) we reject the conformance T.(R)*.T : P.
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takesP(T.T.self) // expected-error {{global function 'takesP' requires that 'T.T' conform to 'P'}}
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takesP(T.R.T.self) // expected-error {{global function 'takesP' requires that 'T.R.T' conform to 'P'}}
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takesP(T.R.R.T.self) // expected-error {{global function 'takesP' requires that 'T.R.R.T' conform to 'P'}}
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takesP(T.R.R.R.T.self) // expected-error {{global function 'takesP' requires that 'T.R.R.R.T' conform to 'P'}}
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}
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struct SillyBox<T : First> {
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// CHECK: Generic signature: <T, U where T == Array<U>, U : Second>
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func withArray<U>(_: U) where T == Array<U> {}
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}
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