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Fuzzy detour g-interior nodes and fuzzy detour g-boundary nodes of a fuzzy graph

机译:模糊图的模糊de回g-内部节点和模糊de回g-边界节点

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摘要

The concepts of coverage and connectivity plays an important role in both theory and application of fuzzy graphs. In this paper a characterization of fuzzy detour g-eccentric node is obtained. The concepts of fuzzy detour g-boundary nodes and fuzzy detour g-interior nodes in a fuzzy graph are introduced. We demonstrate the relationship between fuzzy cut node and fuzzy detour g-boundary node. Also some properties of fuzzy detour g-boundary nodes, fuzzy detour g-interior nodes and complete nodes are discussed. Fuzzy detour g-interior node and fuzzy detour g-boundary node of a fuzzy tree are characterized using its maximum spanning tree.
机译:覆盖和连通性的概念在模糊图的理论和应用中都起着重要作用。本文获得了模糊绕道g偏心节点的特征描述。介绍了模糊图中模糊de回g边界节点和模糊tour回g内部节点的概念。我们证明了模糊割节点与模糊de回g边界节点之间的关系。还讨论了模糊de回g边界节点,模糊de回g内部节点和完整节点的一些性质。利用模糊树的最大生成树来表征模糊树的模糊de回g-内部节点和模糊de回g-边界节点。

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