Some operations on strong intuitionistic fuzzy k-uniform hypergraphs

Qian Wang, Z. Gong
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Abstract

Hypergraph is a useful tool to model complex systems and it could be considered as a natural generalizations of graphs. In this paper, the notion of strong intuitionistic fuzzy k-uniform hypergraph was applied and some operation of strong intuitionistic fuzzy k-uniform hypergraphs was defined, such as Cartesian product, normal product, strong product, lexicographic product, join, union. Further more, we proved if hypergraph H is formed by one of these operations, then this hypergraph is strong intuitionistic fuzzy k-uniform hypergraph.
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强直觉模糊k-一致超图上的一些运算
超图是对复杂系统进行建模的一种有用工具,它可以看作是图的一种自然推广。本文应用了强直觉模糊k-一致超图的概念,定义了强直觉模糊k-一致超图的笛卡尔积、正规积、强积、字典积、连接、并等运算。进一步证明了如果超图H是由这些操作之一形成的,那么这个超图就是强直觉模糊k-一致超图。
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