Paper Title
FAIR ISOLATE DOMINATION NUMBER OF A GRAPH
Article Identifiers
Authors
Dr.K. Anitha , P. Dharani , N. Chitra Devi
Keywords
dominating set, fair dominating set, isolate dominating set, fair isolatedominating set, isolate domination number
Abstract
A Fair isolate dominating set in a graph G is a dominating set S such that all vertices not in S are dominated by the same number of vertices from S. ie) every two vertices not in S have the same number of neighbors in S and <S> has atleast one isolated vertex. The fair isolate domination number〖γ_0〗_fd (G), of G is the minimum cardinality of a fair dominating set.In this paper we investigate the properties of the graphs for which the fair isolate dominating set of a graph. We determine the fair isolate domination number of path, cycle, complete graph, complete bipartite graph and some special graphs.
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How To Cite (APA)
Dr.K. Anitha, P. Dharani, & N. Chitra Devi (July-2023). FAIR ISOLATE DOMINATION NUMBER OF A GRAPH. INTERNATIONAL JOURNAL OF NOVEL RESEARCH AND DEVELOPMENT, 8(7), d330-d335. https://ijnrd.org/papers/IJNRD2307339.pdf
Issue
Volume 8 Issue 7, July-2023
Pages : d330-d335
Other Publication Details
Paper Reg. ID: IJNRD_202177
Published Paper Id: IJNRD2307339
Downloads: 000121992
Research Area: Engineering
Country: -, -, India
Published Paper PDF: https://ijnrd.org/papers/IJNRD2307339.pdf
Published Paper URL: https://ijnrd.org/viewpaperforall?paper=IJNRD2307339
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Journal Name: INTERNATIONAL JOURNAL OF NOVEL RESEARCH AND DEVELOPMENT(IJNRD)
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