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格值可逆自动机的代数性质
Algebraic Properties of Lattice-valued Reversible Automata
【摘要】 首先在格值逻辑框架下引入格值自动机的概念,并提出可逆映射的概念,从而诱导出格值可逆自动机的概念;其次研究了格值可逆自动机的代数性质,同时给出保证该代数性质成立的充分必要条件.
【Abstract】 Firstly,the notion lattice-valued automaton is introduced in the frame of lattice-valued logic,and the concept of reversible mapping is given,which induced the notion of lattice-valued reversible automaton at the same time;Secondly,the author establish the algebraic properties of lattice-valued reversible automata,and present the necessary and sufficient condition that guarantee these algebraic properties hold in the mean time.
【关键词】 格值逻辑;
格值自动机;
格值可逆自动机;
代数性质;
【Key words】 lattice-valued logic; lattice-valued automata; lattice-valued reversible automaton; algebraic property;
【Key words】 lattice-valued logic; lattice-valued automata; lattice-valued reversible automaton; algebraic property;
【基金】 榆林学院青年基金资助项目(10YK31)
- 【文献出处】 价值工程 ,Value Engineering , 编辑部邮箱 ,2011年23期
- 【分类号】TP301.1
- 【下载频次】19