2006Journal of Jinling Institute of TechnologyRequires access

Truth Degree of Intuitionistic Fuzzy Propositional Logic Formula

WU Feng-gan

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Abstract

The truth degree of Intuitionistic Fuzzy Propositional Logic formula is defined by probability measure,the relation of α-truth degree and α-tautology is researched.At the same time,the inference rules and the distribution of truth degree in are given.The theory of tautology and truth degree about one-dimensional evaluation by Professor Wang Guojun is generalized to two-dimensional evaluation lattice by adding some conditions.

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What this paper is about

The truth degree of Intuitionistic Fuzzy Propositional Logic formula is defined by probability measure,the relation of α-truth degree and α-tautology is researched.At the same time,the inference rules and the distribution of truth degree in are given.The theory of tautology and truth degree about one-dimensional evaluation by Professor Wang Guojun is generalized to two-dimensional evaluation lattice by adding some conditions.

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Available abstract

The truth degree of Intuitionistic Fuzzy Propositional Logic formula is defined by probability measure,the relation of α-truth degree and α-tautology is researched.At the same time,the inference rules and the distribution of truth degree in are given.The theory of tautology and truth degree about one-dimensional evaluation by Professor Wang Guojun is generalized to two-dimensional evaluation lattice by adding some conditions.

Key concepts: Tautology (logic), Intuitionistic logic, Truth function, Propositional calculus, Mathematics, Truth value, Propositional formula, Well-formed formula

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