Titlebook: Quantitative Logic and Soft Computing 2016; Proceedings of the 4 Tai-He Fan,Shui-Li Chen,Yong-Ming Li Conference proceedings 2017 Springer

浓缩

LVAD360

Soundness and Completeness of Fuzzy Propositional Logic with Three Kinds of Negationn, opposite negation, medium negation, FS. for short. In this paper, we further study semantics of FL.. Based on the three-value interpretation of FL., the soundness theorem and completeness theorem for FL. are proved.

结构

TATE

Relative Divergence Degree and Relative Consistency Degree of Theories in a Kind of Goguen Propositiocal finite theory . under k conjunction in Goguen. propositional logic system, and proved the MP rule, HS rule, and some basic properties of .-k truth degree. At the meantime, the concept of relative divergence degree and relative consistency degree of any theory . relative to the fixed theory . in

finale

谷类

Robustness Analysis of Fuzzy Computation Tree Logicth uncertain information content. This paper investigates the robustness of fuzzy computation tree logic. Robustness results are proved based on complete Heyting algebra and standard .ukasiewicz algebra.

辫子带来帮助

An Equivalent Form of Uncertain Measureasure contains Normality axiom, Duality axiom and Subadditivity axiom for any sequence of events. This paper gives an equivalent form of the definition by substituting Subadditivity axiom with a new Subadditivity axiom, Compared with the original axiom, the new axiom only requires that the subadditi

Consensus

A Propositional Logic System for Regular Double Stone Algebraome to the fore, and resulted in different “rough logic” as well. In this paper, a kind of propositional logic system with semantics based on regular double stone algebra is proposed, and its soundness and completeness theorems with respect to rough set semantics are also obtained.

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