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1)  fuzzifying BCK-ideal
不分明化BCK-理想
1.
The fuzzifying BCC-algebra is extended by a unary predicate and by adopting the semantic method of lattice valued logic,and the concepts of fuzzifying subalgebras,fuzzifying BCK-ideals and fuzzifying BCC-ideals in BCC-algebras are defined,and their properties and relations among them are discussed.
通过一元谓词和采用格值逻辑语义方法推广了不分明化BCC-代数,引入了BCC-代数的不分明化BCH-子代数、不分明化BCK-理想和不分明化BCC-理想的概念,讨论了它们的性质和它们间的关系。
2)  Fuzzifying Ideals
不分明化理想
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3)  fuzzifying BCC-ideal
不分明化BCC-理想
1.
The fuzzifying BCC-algebra is extended by a unary predicate and by adopting the semantic method of lattice valued logic,and the concepts of fuzzifying subalgebras,fuzzifying BCK-ideals and fuzzifying BCC-ideals in BCC-algebras are defined,and their properties and relations among them are discussed.
通过一元谓词和采用格值逻辑语义方法推广了不分明化BCC-代数,引入了BCC-代数的不分明化BCH-子代数、不分明化BCK-理想和不分明化BCC-理想的概念,讨论了它们的性质和它们间的关系。
4)  L-Fuzzifying Ideal
格上不分明化理想
5)  Fuzzifying Implicative Ideals
不分明化蕴涵理想
6)  fuzzifying rings
不分明化环
1.
Fuzzifying Rings Based on Continuous Valued Logic;
基于连续值逻辑上的不分明化环
2.
In this paper, we use the semantic method of continuous valued logic which has been proposed by professor Mingsheng Ying in early 1990 s to introduce the so called fuzzifying rings concept, and discuss some of its algebraic properties.
运用应明生教授于 90年代早期提出的连续值逻辑语义的方法引入了不分明化环的概念 ,并且讨论了它的若干性
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补充资料：不分
1.不服气;不平。 2.不料。
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