摘要
文[1]将Fuzzy逻辑函数化为并不可约元的和式。本文讨论将这个和式进行再化简。主要证明了可删去项和字的充分必要条件。从而找到了把Fuzzy逻辑函数化到最简而且是简便的方法。
The paper[1] reduced the fuzzy logic functions to the expressions of the join-irreducible elements. In this paper,we discuss to simplify this expressions. The necessasy and sufficient conditions of eliminable literals and terms are proved principally. And so the method to reduce fuzzy logic functions to its simplest forms is obtained.
出处
《应用数学》
CSCD
北大核心
1995年第1期20-25,共6页
Mathematica Applicata
关键词
模糊函数
化简问题
并不可约元
Fuzzy function
join-irreducible element
re-simplification
eliminable literal and term
simplest
