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If we know the types of a
& b
start searching.
This is helpful when defining auto-implicits of the form: pairEqF : DecEq a => (thisX, x, y : a) -> {prfRefl : Equal x thisX} -> (prfEq : decEq x thisX = Yes prfRefl) => Pair a a pairEqF thisX x y {prfRefl} {prfEq} = MkPair x y before auto-implicit search would fail to find `Refl` for `prfRefl`. With this fix the solution is found. This fix means we can avoid having to write the following. pairEqF' : DecEq a => (thisX, x, y : a) -> (prfEq : decEq x thisX = Yes (the (Equal x x) Refl)) => Pair a a pairEqF' thisX x y {prfEq} = MkPair x y
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@ -110,6 +110,7 @@ data Void : Type where
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public export
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data Equal : forall a, b . a -> b -> Type where
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[search a b]
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Refl : {0 x : a} -> Equal x x
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%name Equal prf
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