In B-algebra,the concepts of bipolar valued fuzzy dot subalgebras and bipolar valued fuzzy dot normal sub-algebras are introduced respectively,their related properties are discussed,the concept of bipolar valued fuzzy dot di-rect product is given,and the related properties of the direct product of bipolar valued fuzzy dot subalgebras(bipolar valued fuzzy normal dot subalgebras)are discussed;The related characteristics of the endomorphism image of the bipo-lar valued fuzzy dot subalgebras(bipolar valued fuzzy normal dot subalgebras)of B-algebras are studied.Finally,the relationship between the bipolar valued fuzzy normal dot subalgebras of two B-algebras is given on the premise of sur-jection.
关键词
B-代数/双极值模糊点子代数/双极值模糊正规点子代数
Key words
B-algebra/Bipolar valued fuzzy dot subalgebra/Bipolar valued fuzzy normal dot subalgebra
维普
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