2010Journal of Shandong UniversityRequires access

Theory of α-stochastic truth degrees in ■ukasiewicz n-valued propositional logic

Zhang Xing-fang

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Abstract

The conception of α-stochastic truth degrees in■ukasiewicz n-valued propositional logic and properties are proposed.The conception of α-Dn similarity degree between formulas according to the α-stochastic truth degrees is followed,and a pseudometric on the set of formulas is defined.

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The conception of α-stochastic truth degrees in■ukasiewicz n-valued propositional logic and properties are proposed.The conception of α-Dn similarity degree between formulas according to the α-stochastic truth degrees is followed,and a pseudometric on the set of formulas is defined.

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Available abstract

The conception of α-stochastic truth degrees in■ukasiewicz n-valued propositional logic and properties are proposed.The conception of α-Dn similarity degree between formulas according to the α-stochastic truth degrees is followed,and a pseudometric on the set of formulas is defined.

Key concepts: Truth function, Propositional calculus, Truth value, Mathematics, Łukasiewicz logic, Propositional variable, Set (abstract data type), Discrete mathematics

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