SKOLEM GRACEFUL SIGNED GRAPHS ON DIRECTED GRAPHS

##plugins.themes.bootstrap3.article.main##

##plugins.themes.bootstrap3.article.sidebar##

PDF
Published May 28, 2014
P. Shalini, D. Paul Dhayabaran

Abstract

In this paper, a new concept skolem graceful signed graphs on directed graphs has been introduced. A graph G(p, m, n) is a bijective function f:V(G)->{1,2,3,…..p} such that when each edge uv ∈ E(G) is assigned by f(uv) = f+(v)-f-(u) the positive edges receive distinct labels from the set {1,2,3,……m} and the negative edges receive distinct labels from the set {-1,-2,-3,…….-n} is called a skolem graceful signed graphs. Moreover, some families of graphs which has skolem signed graphs are being coming under investigation.

How to Cite

SKOLEM GRACEFUL SIGNED GRAPHS ON DIRECTED GRAPHS. (2014). Asian Journal of Current Engineering and Maths, 3(3). https://informaciontechnologica.com/index.php/ajcem/article/view/796
Abstract 158 | PDF Downloads 140

##plugins.themes.bootstrap3.article.details##

Issue
Vol 3 No 3 (2014): ASIAN JOURNAL OF CURRENT ENGINEERING AND MATHS
Section
Articles

COPYRIGHT AGREEMENT AND AUTHORSHIP RESPONSIBILITY

 

All paper submissions must carry the following duly signed by all the authors:

“I certify that I have participated sufficiently in the conception and design of this work and the analysis of the data (wherever applicable), as well as the writing of the manuscript, to take public responsibility for it. I believe the manuscript represents valid work. I have reviewed the final version of the manuscript and approve it for publication. Neither has the manuscript nor one with substantially similar content under my authorship been published nor is being considered for publication elsewhere, except as described in an attachment. Furthermore I attest that I shall produce the data upon which the manuscript is based for examination by the editors or their assignees, if requested.”

How to Cite

SKOLEM GRACEFUL SIGNED GRAPHS ON DIRECTED GRAPHS. (2014). Asian Journal of Current Engineering and Maths, 3(3). https://informaciontechnologica.com/index.php/ajcem/article/view/796