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3值逻辑与经典2值逻辑关系探究 被引量:4

On Relation between Three Valued Logic and Classical Binary Logic
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摘要 3值逻辑与经典2值逻辑的关系问题是逻辑哲学研究的基本问题之一,通常看法是:经典2值逻辑的某些推理规律在3值逻辑中不成立,3值逻辑是经典2值逻辑的变异。结合对这一观点来源的分析,在建立了一个函数完全的3值逻辑自然推演系统的基础上,从语形和语义两个方面证明:3值逻辑是经典2值逻辑的扩充,而不是变异。 The relation between three valued logic and classical binary logic is one of the basic problems of the logic philosophy research. The general idea on it is that some inference rules in classical binary logic are false in the three valued logic and the three valued logic is a variation of the binary logic. With the analysis on this idea, based on a three valued natural deduction system which is function complete, prove in terms of syntax and semantics: the three valued logic is an extension of the binary logic rather than a variation.
出处 《安徽师范大学学报(社会科学版)》 CSSCI 北大核心 2012年第6期668-672,共5页 Journal of Anhui Normal University(Hum.&Soc.Sci.)
基金 国家社会科学基金重大招标项目(10&ND073) 中国社会科学院青年科研启动基金A类项目
关键词 3值逻辑 经典2值逻辑 扩充 变异 three valued logic classical binary logic extension variation
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参考文献4

  • 1Lou Goble. The Blaekwell Guide to Philosophical Logic [M]. Oxford:Wiley - Blaekwell, 2001 : 309--311.
  • 2Elliott Mendelson. Introduction to Mathematical Logic [M]. London: Chapman Hall, 1997 : 33 -- 46.
  • 3J. Donald Monk. Mathematical Logic[M]. Berlin, Springer - Verlag,1976 : 113--230.
  • 4杜国平.三值逻辑Sheffer函数[J].哲学动态,2005.(逻辑举专辑).

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