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add more gadt exhaustivity check tests #3999
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e1a068a
add gadt exhaustivity check test
liufengyun dcc3822
add more tests
liufengyun a1a9cc5
Delete dead comment
Blaisorblade ab0a7c3
Add call site causing MatchError that Fengyun hinted at
Blaisorblade 50d91c1
small refactoring of code
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Original file line number | Diff line number | Diff line change |
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@@ -0,0 +1,16 @@ | ||
sealed trait Nat[+T] | ||
case class Zero() extends Nat[Nothing] | ||
case class Succ[T]() extends Nat[T] | ||
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// +N is incorrect, as in `foo` we can have `N = Zero | Succ[Zero]`, | ||
// then it's correct for exhaustivity check to produce two warnings. | ||
sealed trait Vect[N <: Nat[_], +T] | ||
case class VN[T]() extends Vect[Zero, T] | ||
case class VC[T, N <: Nat[_]](x: T, xs: Vect[N, T]) extends Vect[Succ[N], T] | ||
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object Test { | ||
def foo[N <: Nat[_], A, B](v1: Vect[N, A], v2: Vect[N, B]) = (v1, v2) match { | ||
case (VN(), VN()) => 1 | ||
case (VC(x, xs), VC(y, ys)) => 2 | ||
} | ||
} |
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Original file line number | Diff line number | Diff line change |
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@@ -0,0 +1 @@ | ||
12: Pattern Match Exhaustivity: (VC(_, _), VN()), (VN(), VC(_, _)) |
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Original file line number | Diff line number | Diff line change |
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63: Pattern Match Exhaustivity: (Try3.VC(_, _), Try3.VN()), (Try3.VN(), Try3.VC(_, _)) |
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object Try1 { | ||
// type-level naturals | ||
sealed trait TNat | ||
sealed trait TZero extends TNat | ||
sealed trait TSucc[T] extends TNat | ||
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//reflect TNat at the value level; given n: Nat[T], n and T represent the same number. | ||
//This is what Haskellers call "singleton types" and took from Omega. | ||
// The point is that we can use such a number both at compile-time and at runtime, | ||
// but of course the runtime representation is not erased. | ||
//And this constrains the type argument of `Nat` to be of type `TNat` — though you could add bounds for it. | ||
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sealed trait Nat[+T] | ||
case class Zero() extends Nat[TZero] | ||
case class Succ[T](n: Nat[T]) extends Nat[TSucc[T]] | ||
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//We can index Vect with the types of value-level Nat, but this is a bit overkill. Still, no warnings. | ||
sealed trait Vect[N <: Nat[_], +T] | ||
case class VN[T]() extends Vect[Zero, T] | ||
case class VC[T, N <: Nat[_]](x: T, xs: Vect[N, T]) extends Vect[Succ[N], T] | ||
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object Test { | ||
def foo[N <: Nat[_], A, B](v1: Vect[N, A], v2: Vect[N, B]) = | ||
(v1, v2) match { | ||
case (VN(), VN()) => 1 | ||
case (VC(x, xs), VC(y, ys)) => 2 | ||
} | ||
} | ||
} | ||
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//Since we didn't need value-level numbers, let's drop them: | ||
object Try2 { | ||
sealed trait TNat | ||
sealed trait TZero extends TNat | ||
sealed trait TSucc[T] extends TNat | ||
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sealed trait Vect[N <: TNat, +T] | ||
case class VN[T]() extends Vect[TZero, T] | ||
case class VC[T, N <: TNat](x: T, xs: Vect[N, T]) extends Vect[TSucc[N], T] | ||
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object Test { | ||
def foo[N <: TNat, A, B](v1: Vect[N, A], v2: Vect[N, B]) = | ||
(v1, v2) match { | ||
case (VN(), VN()) => 1 | ||
case (VC(x, xs), VC(y, ys)) => 2 | ||
} | ||
} | ||
} | ||
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//Same as Try2, but now `Vect` is covariant in `N` so we get the warning you described. | ||
object Try3 { | ||
sealed trait TNat | ||
sealed trait TZero extends TNat | ||
sealed trait TSucc[T] extends TNat | ||
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sealed trait Vect[+N <: TNat, +T] | ||
case class VN[T]() extends Vect[TZero, T] | ||
case class VC[T, N <: TNat](x: T, xs: Vect[N, T]) extends Vect[TSucc[N], T] | ||
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object Test { | ||
def foo[N <: TNat, A, B](v1: Vect[N, A], v2: Vect[N, B]) = | ||
//Warnings expected here! | ||
(v1, v2) match { | ||
case (VN(), VN()) => 1 | ||
case (VC(x, xs), VC(y, ys)) => 2 | ||
} | ||
//a call-site which would cause a MatchError (maybe that error should be tested) | ||
def bar = foo[TZero | TSucc[_], Int, String](VN(), VC("", VN())) | ||
} | ||
} | ||
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//Same as Try3, but now `Vect` is invariant | ||
object Try4 { | ||
sealed trait TNat | ||
sealed trait TZero extends TNat | ||
sealed trait TSucc[T] extends TNat | ||
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sealed trait Vect[N <: TNat, +T] | ||
case class VN[T]() extends Vect[TZero, T] | ||
case class VC[T, N <: TNat](x: T, xs: Vect[N, T]) extends Vect[TSucc[N], T] | ||
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object Test { | ||
def foo[N <: TNat, A, B](v1: Vect[N, A], v2: Vect[N, B]) = | ||
(v1, v2) match { | ||
case (VN(), VN()) => 1 | ||
case (VC(x, xs), VC(y, ys)) => 2 | ||
} | ||
} | ||
} |
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This is not intended to be a correct representation of Peano numerals, right? Not only for the
+T
but also becauseT
inSucc
is completely unconstrained...