Paper Title
STRONG EDGE COLORING OF A COMPLEMENT FUZZY GRAPH BASED ON β CUT
Article Identifiers
Authors
S.AMSATH , DR.N.A.P.ARUL PANDIAN , R.CHANDRA DEVI
Keywords
Complement fuzzy graph, edge color, β cut of fuzzy graph
Abstract
Graph coloring is one of the most important problems of combinatorial optimization. Many problems of practical interest can be modeled as coloring problems. Two types of coloring namely vertex coloring and edge coloring are usually associated with any graph. Edge coloring is a function which assigns colors to the edges so that incident edges receive different colors. Let G=(V,µ,𝜎) be a simple connected undirected graph where V is a set of vertices and each vertices has a membership value µ and each edge has a membership value 𝜎 . Minimum number of color needed to color the graph is known as chromatic number of that graph. Graph coloring is a NP complete problem. In our paper, we introduce an algorithm to find the complement of any fuzzy graph with O(n2 ) time and also coloring this complement fuzzy graph using β cut.
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How To Cite (APA)
S.AMSATH , DR.N.A.P.ARUL PANDIAN, & R.CHANDRA DEVI (March-2023). STRONG EDGE COLORING OF A COMPLEMENT FUZZY GRAPH BASED ON β CUT. INTERNATIONAL JOURNAL OF NOVEL RESEARCH AND DEVELOPMENT, 8(3), c334-c351. https://ijnrd.org/papers/IJNRD2303244.pdf
Issue
Volume 8 Issue 3, March-2023
Pages : c334-c351
Other Publication Details
Paper Reg. ID: IJNRD_188974
Published Paper Id: IJNRD2303244
Downloads: 000121982
Research Area: Engineering
Country: -, -, -
Published Paper PDF: https://ijnrd.org/papers/IJNRD2303244.pdf
Published Paper URL: https://ijnrd.org/viewpaperforall?paper=IJNRD2303244
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