复杂模糊图的若干运算及其应用

Kishore Kumar P.K, Manshath A., H. Rashmanlou, Morteza Taheri, Y. Talebi, F. Mofidnakhaei
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引用次数: 0

摘要

近年来,模糊图已经发现了它的重要性。它在许多实际应用中发挥了至关重要的作用。混合模糊图的不同方面的数学方法给出了一个更广义的方法。在此基础上,我们引入了复模糊图的概念。在这一章中,我们引入了复模糊图的并、连接、补和组成等概念。这有助于操纵现实生活中决策问题的应用。我们还研究了复模糊图的同态思想。最后给出了CVG在不同位置的水库发射中的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Some Operations on Complex Vague Graphs with Application
Vague graphs has found its importance in most recent years. It has played the vital role in many real life applications. The mathematical approach of blending different aspects of vague graphs gives a more generalized approach. As a result of it, we introduce the concepts of Complex vague graphs (CVG). In this chapter, we introduce certain notions including union, join, complement and composition of complex vague graphs. This helps in manipulating the real life applications in decision making problems. We also investigate on the ideas of homomorphisms of complex vague graphs. Finally we provide an application of CVG in launching a water reservoir in different locations.
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