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A NEW S-(a,d) ANTIMAGIC LABELING OF A CLASS OF CIRCULANT GRAPHS

Author(s):

Dr.V.Jude Annie Cynthia , Dept. of Mathematics, Stella Maris College, Chennai, India; Sravya, Dept. of Mathematics, Stella Maris College, Chennai, India

Keywords:

(a,d) Antimagic Labeling, S-(a,d) Antimagic Labeling, Circulant Graph

Abstract

A connected graph G is said to be (a,d)-antimagic, for some positive integers a and d, if its edges admit a labeling with the integers 1,2, ..., |E(G)| such that the induced vertex labels forms an arithmetic progression with the first term a and the common difference d. In this paper we have investigated a new S-(a,d)-antimagic labeling of Circulant graphs G[n,±{1,2}], n odd where n≥5.

Other Details

Paper ID: IJSRDV3I120487
Published in: Volume : 3, Issue : 12
Publication Date: 01/03/2016
Page(s): 521-522

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