Introduction to Logic

A ⇒ B ∨ ∀x ∃y : (P (x) → Q(x, y) ∧ R(y)) M |= A ∨ M |=v B ⇔ [[A]]M = 1 ∨ [[B]]M v = 1, ∃M : h{q0 , q1 }, {0, 1}, q0 , τ ...
Author:  Micha l. Walicki

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