**Authors:** Oh Jung Uk

If ∀P:proposition, B(P) is the truth value(0 or 1) of P then we can solve a boolean equation by using these below. B(p_1∨p_2∨…∨p_n )≡1+∏_(k=1)^n▒(1+p_k ) (mod 2) { (x_1,x_2,…,x_n ) | ∏_(i=1)^n▒B(x_i ) ≡0(mod 2)}=(⋂_(i=1)^n▒{ (x_i ) | B(x_i )≡1(mod 2)} )^c={(x_1,x_2,…,x_n ) |(1,1,1,…,1)}^c

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[v1] 2016-08-03 18:36:06

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