2010Computer Engineering and Applications JournalRequires access

Stochastic truth degrees in n-valued propositional logic

Ying Song, Zhang Xing-fang

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Abstract

This paper proposes the conception of stochastic truth degrees in Lukasiewicz n-valued propositional logic and offers illustration of some of its quality.The conception of stochastic similarity degree between formulas according to the stochastic truth degrees is followed.Morever,a pseudometric on the set of formulas is defined.

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This paper proposes the conception of stochastic truth degrees in Lukasiewicz n-valued propositional logic and offers illustration of some of its quality.The conception of stochastic similarity degree between formulas according to the stochastic truth degrees is followed.Morever,a pseudometric on the set of formulas is defined.

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Available abstract

This paper proposes the conception of stochastic truth degrees in Lukasiewicz n-valued propositional logic and offers illustration of some of its quality.The conception of stochastic similarity degree between formulas according to the stochastic truth degrees is followed.Morever,a pseudometric on the set of formulas is defined.

Key concepts: Propositional calculus, Truth value, Truth function, Set (abstract data type), Mathematics, Tautology (logic), Similarity (geometry), Propositional variable

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