Volume 15 - Issue 1
Super F-root Square Mean Labeling of Graphs Obtained From Paths
Abstract
Let G be a graph and{}qpGVf+→,,3,2,1)(: be an injection. For each ,uv the induced edge labeling *f is defined as()()()+=222*vfufuvf.Then f is called a super F-root square mean labeling if{}{}.,,3,2,1)(:)(*))((:qpGEuvuvfGVf+=∈∪ A graph that admits a super F-root square mean labeling is called a super F-root square mean graph. In this paper, we have studied the super F-root square meanness of various graphs obtained from paths. AMS 2010 Mathematics Subject Classification: 05C78.
Paper Details
PaperID: 191008
Author's Name: S. Arockiaraj and A. Rajesh Kannan
Volume: Volume 15
Issues: Issue 1
Keywords: F-Root Square Mean Graph, Super F-Root Square Mean Labeling, super f-Root Square Mean Graph.
Year: 2019
Month: February
Pages: 65-71