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基于零级泛与运算的泛逻辑中广义重言式理论
引用本文:马盈仓,何华灿,薛占熬.基于零级泛与运算的泛逻辑中广义重言式理论[J].计算机工程与应用,2007,43(3):16-18,21.
作者姓名:马盈仓  何华灿  薛占熬
作者单位:西安工程大学,理学院,西安,710048;西北工业大学,计算机学院,西安,710072;河南师范大学,计算机与信息技术学院,河南,新乡,453007
基金项目:陕西省教育厅资助项目 , 西安工程大学科研基金 , 河南省自然科学基金
摘    要:对泛逻辑的广义重言式理论进行了研究,给出了基于零级泛与运算的广义重言式的一系列性质。主要结果有:当c∈0.75,1]时,关于Ih=c而言,F(S)中只有3种不同的广义重言式,即可达0-重言式、0+-重言式和重言式;当h=0时,关于Ih=0而言,F(S)中存在0、1可达重言式,当α∈(0,1),不存在α-重言式、α+-重言式和可达α-重言式;用h=0.5时的广义重言式对h∈(0,0.75)时的广义重言式进行了刻画。

关 键 词:泛逻辑  广义重言式  零级泛与运算
文章编号:1002-8331(2007)03-0016-03
修稿时间:2006-11

Generalized tautologies theory of universal logic based on 0-level universal AND operators
MA Ying-cang,HE Hua-can,XUE Zhan-ao.Generalized tautologies theory of universal logic based on 0-level universal AND operators[J].Computer Engineering and Applications,2007,43(3):16-18,21.
Authors:MA Ying-cang  HE Hua-can  XUE Zhan-ao
Abstract:Generalized tautologies theories of universal logic are studied in this paper.A series of properties of generalized tautologies of universal logic based on the 0-level universal AND operators is discussed.The main results are:when c∈0.75,1],if the semantic is explained by Ih=c,there are only three different generalized tautologies in F(S),that is,accessible 0-tautology,0+- tautology and tautology;when h=0,if the semantic is explained by Ih=0,there are accessible 0,1-tautology,when α∈(0,1),there are not α- tautology、α+-tautology and α-tautology;the generalized tautologies when h∈(0,0.75) are described by the generalized tautologies when h=0.5.
Keywords:universal logic  generalized tautologies  0-level universal AND operators
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