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fuzzy equivalence relations
相关语句
  fuzzy等价关系
     We introduce the concept of Fuzzy Mixed Relation, and generalize abitrary cardinality-ary Fuzzy equivalence relations on sets to the mixed cases.
     引入了Fuzzy混合关系概念,并将普通集上的任意基数元Fuzzy等价关系[1]推广到混合情形。
短句来源
  模糊等价关系
     N-ary Fuzzy Equivalence Relations
     n元模糊等价关系
短句来源
     Based on rough set theories and fuzzy equivalence relations, a knowledge reduction method and importance degree of attributes under different granular partitions of the object space in fuzzy information systems (FISs) were presented.
     :基于粗糙集理论和模糊等价关系,提出了模糊信息系统(FISs)在不同粒度划分上的知识约简方法和属性重要性度量.
短句来源
     Arbitrary Cardinality-ary Fuzzy Equivalence Relations
     任意基数元模糊等价关系
短句来源
     And then the relative quality of fuzzy equivalence relations and that of transitive closure operator of fuzzy relation are studied and meanwhile their relations are also researched.
     然后探讨了模糊等价关系、模糊关系传递闭包算子的相关性质及它们之间的关系.
短句来源
     N-ary Fuzzy equivalence relations and n-ary equivalence relatuons are generalized to arbitrary cardinality-ary ones. The key to the generalizations is set up the conception of Fuzzy quasi-transfer relations instead of n-ary Fuzzy transfer relations.
     给出了n元等价关系和n元模糊等价关系到任意基数元的推广,其关键在于以新引入的普通及Fuzzy拟传递概念取代了n元Fuzzy传递概念。
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  fuzzy equivalence relations
In Section 7, we finally generalize the well-known links between fuzzy equivalence relations and fuzzy partitions to the graded framework.
      
A well-studied class of fuzzy relations that will also be of central importance for this paper are so-called fuzzy equivalence relations.
      


In this paper,generalizations of Fuzzy equivalence relations and equivalence relations are given

本文给出了等价关系和模糊等价关系的一般化。

N-ary Fuzzy equivalence relations and n-ary equivalence relatuons are generalized to arbitrary cardinality-ary ones. The key to the generalizations is set up the conception of Fuzzy quasi-transfer relations instead of n-ary Fuzzy transfer relations.

给出了n元等价关系和n元模糊等价关系到任意基数元的推广,其关键在于以新引入的普通及Fuzzy拟传递概念取代了n元Fuzzy传递概念。

We introduce the concept of Fuzzy Mixed Relation, and generalize abitrary cardinality-ary Fuzzy equivalence relations on sets to the mixed cases.

引入了Fuzzy混合关系概念,并将普通集上的任意基数元Fuzzy等价关系[1]推广到混合情形。

 
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