coq - Applying hypotesis to a variable -
let's i'm in middle of proof , have hypotheses these:
a : nat b : nat c : nat h : somepred b and definition of somepred says:
definition somepred (p:nat) (q:nat) : prop := forall (x : nat), p(x, p, q). how apply h c , p(c, a, b)?
the answer is:
specialize h c.
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