19 lines
424 B
Text
19 lines
424 B
Text
inductive foo {A : Type} : A → Type :=
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mk : Π a : A, foo a
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example (A : Type) (B : A → Type) (a : A) (H : foo a) (Hb : B a) : A :=
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begin
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cases H,
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state,
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assumption
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end
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inductive foo₂ {A : Type} : A → A → Type :=
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mk : Π a b : A, foo₂ a b
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example (A : Type) (B : A → Type) (f : A → A) (a : A) (H : foo₂ (f a) a) (Hb : H = H) (Hc : a = a) : A :=
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begin
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cases H with [c, d],
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state,
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exact d
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end
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