摘要
本文在基本命题逻辑系统MTL中主要对理论的余零化子和结论的性质及其相互关系进行了研究。首先,在MTL系统中给出了理论的余零化子的概念,讨论了理论的余零化子的一些基本性质;其次,对MTL系统中理论的结论的性质进行了进一步研究;最后,讨论了MTL系统中理论的余零化子和结论之间的相互关系。
In the present paper,the properties of co-annihilator and conclusion of a given theory and the relationship between them are studied in propositional logic system MTL.Firstly,the concept of the co-annihilator for a given theory is proposed in propositional logic system MTL,and several basic properties of co-annihilator are revealed;Secondly,the further properties of conclusion of theory in propositional logic system MTL are discussed;Finally,the relationship between co-annihilators and conclusions is investigated in propositional logic system MTL.
作者
葛菁
吴洪博
GE Jing;WU Hong-bo(College of Mathematics and Information Science,Shaanxi Normal University,Xi'an710062,China)
出处
《模糊系统与数学》
北大核心
2018年第5期35-40,共6页
Fuzzy Systems and Mathematics
基金
国家自然科学基金资助项目(61572016
11531009
61673250)
关键词
命题逻辑系统MTL
理论
余零化子
结论
相互关系
Propositional Logic System MTL
Theory
Co-annihilator
Conclusion
Correlation