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THE TWO FUNCTORS IN THE FUZZY MODULAR CATEGORY
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作者 潘福铮 《Acta Mathematica Scientia》 SCIE CSCD 2001年第4期526-530,共5页
After defining Hom(chi (A), eta (B)) and chi (A) circle times eta (B) in the fuzzy modular category Fm, the sufficient conditions of the existence for exact Hom functors Hom(delta (M),), and Hom(, delta (M)), as well ... After defining Hom(chi (A), eta (B)) and chi (A) circle times eta (B) in the fuzzy modular category Fm, the sufficient conditions of the existence for exact Hom functors Hom(delta (M),), and Hom(, delta (M)), as well as exact Tensor functors delta (M)circle times and circle times delta (M) are given in this paper. Finally the weak isomorphisms relations between Horn functors and Tensor functors are displayed. 展开更多
关键词 fuzzy module category exact sequence fuzzy split Hom functor Tensor functor
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