lean2/tests/lean/mp_forallelim.lean

variable p : Nat -> Nat -> Bool
check fun (a b c : Bool) (p : Nat -> Nat -> Bool) (n m : Nat)
          (H : a → b → (forall x y, c → p (x + n) (x + m)))
          (Ha : a)
          (Hb : b)
          (Hc : c),
          H Ha Hb 0 1 Hc
feat(builtin/kernel): use the same notation for mp, eq::mp and forall::elim Signed-off-by: Leonardo de Moura <leonardo@microsoft.com> 2014-01-06 05:39:31 +00:00			`variable p : Nat -> Nat -> Bool`
			`check fun (a b c : Bool) (p : Nat -> Nat -> Bool) (n m : Nat)`
feat(kernel): use Pi as forall/implication Signed-off-by: Leonardo de Moura <leonardo@microsoft.com> 2014-01-08 08:38:39 +00:00			`(H : a → b → (forall x y, c → p (x + n) (x + m)))`
feat(builtin/kernel): use the same notation for mp, eq::mp and forall::elim Signed-off-by: Leonardo de Moura <leonardo@microsoft.com> 2014-01-06 05:39:31 +00:00			`(Ha : a)`
			`(Hb : b)`
			`(Hc : c),`
feat(kernel): use Pi as forall/implication Signed-off-by: Leonardo de Moura <leonardo@microsoft.com> 2014-01-08 08:38:39 +00:00			`H Ha Hb 0 1 Hc`