摘要
在双枝模糊集基础上,建立了双枝模糊逻辑的框架,这是对单枝模糊逻辑的合理扩展。从双枝模糊命题入手,给出双枝模糊逻辑的性质和双枝模糊逻辑公式,以及双枝模糊逻辑的析取范式与合取范式。这些结果为研究双枝模糊推理和双枝模糊控制奠定了基础。
On the basis of both-branch fuzzy sets,the paper builds up the study frame of both-branch fuzzy logic,which is reasonable extension for single-branch fuzzy logic.Proceeding with both-branch proposition,the paper provides the characteristics of both-branch fuzzy logic and both-branch fuzzy logic expressions,Disjunctive Normal Form and Conjunctive Normal Form of both-branch fuzzy logic expressions.These results are foundation for studying on both-branch fuzzy reasoning and both-branch fuzzy control.
出处
《计算机工程与应用》
CSCD
北大核心
2003年第30期96-98,共3页
Computer Engineering and Applications
关键词
双枝模糊集
双枝模糊命题
双枝模糊逻辑
析取范式
合取范式
Both-Branch Fuzzy Sets,Both -Branch Proposition,Both -Branch Fuzzy Logic,Disjunctive Normal Form,Conjunctive Normal Form
