Even Vertex in-Magic Total Labeling of Some 2-Regular Digraphs

M.Sindhu; S. Chandra Kumar

doi:10.55529/jecnam.12.1.11

Even Vertex in-Magic Total Labeling of Some 2-Regular Digraphs

https://doi.org/10.55529/jecnam.12.1.11

Authors

M.Sindhu Research Scholar, Associate Professor, Department of Mathematics, Scott Christian College(Autonomous), Nagercoil, Tamilnadu,India.
S. Chandra Kumar Research Scholar, Associate Professor, Department of Mathematics, Scott Christian College(Autonomous), Nagercoil, Tamilnadu,India.

Keywords:

Digraphs, Vertex In-Magic Labeling, Even Vertex In-Magic Total Labeling

Abstract

: Let D be a directed graph with p vertices and q arcs. A vertex in-magic total labeling (VIMTL) is a bijection f:V(D)∪A(D)→{1,2,…p+q} with the property that for every v∈V(D),f(v)+∑_(u∈I(v))▒〖f((v,u))=M〗, for some constant M. Such labeling is Even if f(V(D))={2,4,6…,2p}.In this paper, we explore the Even Vertex In-magic total labeling (EVIMTL) of some 2-regular directed graphs.

Published

2021-10-20

How to Cite

M.Sindhu, & S. Chandra Kumar. (2021). Even Vertex in-Magic Total Labeling of Some 2-Regular Digraphs. Journal of Electronics, Computer Networking and Applied Mathematics , 1(02), 1–11. https://doi.org/10.55529/jecnam.12.1.11