NON-INCIDENCE (NON-END VERTICES) TOPOLOGICAL SPACES ASSOCIATED WITH SIMPLE GRAPHS
Abstract
Let G = (V,E) be a simple graph. In this paper, we associate a topology to G, called non-incidence (non-end vertices of the edge ) topology of G. A sub-basis family to generate the non-incidence topology is introduced on the set of vertices V. Then we investigate some propertiesand discuss the non-incidence topologyon a certain few important types of graphs. Our motivation is to give an fundamental step toward investigation of some properties of simple graphs by their corresponding non-incidence topology which we introduce in this paper.2010 Mathematics Subject Classification: 05C99, 54A05.
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Published
2020-11-20
How to Cite
Asmhan Flieh Hassan, Ammar Mousa Jafar. (2020). NON-INCIDENCE (NON-END VERTICES) TOPOLOGICAL SPACES ASSOCIATED WITH SIMPLE GRAPHS. PalArch’s Journal of Archaeology of Egypt / Egyptology, 17(7), 14336-14345. Retrieved from https://archives.palarch.nl/index.php/jae/article/view/5408
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