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Vertex Degrees and Isomorphic Properties in Complement of an m-Polar Fuzzy Graph

机译:m极模糊图的补图的顶点度和同构性质

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摘要

Computational intelligence and computer science rely on graph theory to solve combinatorial problems. Normal product and tensor product of an m-polar fuzzy graph have been introduced in this article. Degrees of vertices in various product graphs, like Cartesian product, composition, tensor product, and normal product, have been computed. Complement and μ-complement of an m-polar fuzzy graph are defined and some properties are studied. An application of an w-polar fuzzy graph is also presented in this article.
机译:计算智能和计算机科学依靠图论来解决组合问题。本文介绍了m极模糊图的正态积和张量积。已计算出各种乘积图中的顶点度,例如笛卡尔乘积,组成,张量乘积和法线积。定义了m极模糊图的补和μ补,并研究了一些性质。本文还介绍了w极模糊图的应用。

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  • 来源
    《Advances in fuzzy systems》 |2017年第2017期|3817469.1-3817469.9|共9页
  • 作者单位

    Department of Mathematics, Vasireddy Venkatadri Institute of Technology, Nambur 522 508, India,Department of Mathematics, VFSTR University, Vadlamudi 522 237, India;

    Department of Mathematics, VFSTR University, Vadlamudi 522 237, India;

    Department of CSE, KL University, Vaddeswaram 522502, India;

    Department of Mathematics, Tirumala Engineering College, Narasaraopet 522034, India;

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