Complete generators in 3-valued logic and wrong Wheeler's results
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Keywords:Multiple-valued logics, Sheffer functions
One of central problems of $k$-valued logic is identification and construction of complete generators (Sheffer functions). This problem is solved in 3-valued logic but some important results getting by Wheeler are wrong. We discuss Martin's, Foxley's Wheeler's and Rousseau's results in 3-valued logic. We construct classes of functions with the same ranges and complete generators for these classes in 3-valued logic.
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