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…type params. (#21891) If `Foo[T]` is invariant in `T`, we previously concluded that `Foo[A] ⋔ Foo[B]` from `A ⋔ B`. That is however wrong if both `A` and `B` can be (instantiated to) `Nothing`. We now rule out these occurrences in two ways: * either we show that `T` corresponds to a field, like we do in the covariant case, or * we show that `A` or `B` cannot possibly be `Nothing`. The second condition is shaky at best. I would have preferred not to include it. However, introducing the former without the fallback on the latter breaks too many existing test cases.
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sealed trait Foo[A] | ||
final class Bar extends Foo[Nothing] | ||
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object Test: | ||
type Extract[T] = T match | ||
case Foo[_] => Int | ||
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val x: Extract[Bar] = 1 |