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Answer by la flaca for Disjunctive Normal Form for Fuzzy Logic

$\phi \land \psi \equiv \lnot (\lnot \phi \lor \lnot \psi) \equiv \lnot (\phi \implies \lnot \psi)$

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Disjunctive Normal Form for Fuzzy Logic

I'm asked to prove that every propositional assertion in Fuzzy Logic, expressed using the standard propositional connectives $\{\land, \lor,\lnot, \rightarrow, \leftrightarrow\} $ can be expressed in...

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