On Strongly Multiplicative Graphs
Journal Title: INTERNATIONAL JOURNAL OF MATHEMATICS TRENDS AND TECHNOLOGY - Year 2012, Vol 3, Issue 1
Abstract
A graph G with p vertices and q edges is said to be strongly multiplicative if the vertices are assigned distinct numbers 1, 2, 3, …, p such that the labels induced on the edges by the product of the end vertices are distinct. We prove some of the special graphs obtained through graph operations such as Cn+ (a graph obtained by adding pendent edge for each vertex of the cycle Cn), (Pn mK1) +N2, Pn + mK1 and Cn d (cycle Cn with non-intersecting chords) are strongly multiplicative.
Authors and Affiliations
M. Muthusamy 1 , K. C. Raajasekar 2 ,J. Baskar Babujee
Keywords
Related Articles
- EP ID EP135641
- DOI -
- Views 99
- Downloads 0
Some New Families of Divisor Cordial Graphs
In this paper, the duplication of arbitrary vertex vk of cycle Cn (n ≥ 3),<Sn:Sn>, <Wn:Wn> , the graph obtained by joining two copies of cycle Wn by a path Pk (n ≥ 3), GvK1, where Gv denotes graph obtained by...
Bootstrap Testing for Long Range Dependence
The presence of long-memory or long-range dependence (LRD) in a stochastic process has important consequences in statistical inferences. Lo develops a robust test for detecting the existence of LRD and derives its asympt...
Fuzzy Transportation Problem Using Improved Fuzzy Russells Method
In this paper, we investigate the new idea of optimal solution of squared triangular and trapezoidal fuzzy number via fuzzy russal’s method. This method is a modification of yager’s ranking method. A new algorithm is inv...
Innovation-Driven Sustainability Modelling for Poverty Alleviation Initiatives in Rural India: A Mathematical Approach
Today’s world is facing many severe challenges even though it had made encouraging progresses in economic and other respects. Agriculture is one of the important sources of economic and social growth of our country. In t...
Pathos Vertex Semientire Block Graph
The pathos vertex semientire block graph denoted by Pvb(G) is the graph whose vertex set is V(T) bi r and the two vertices are adjacent if and only if they are adjacent vertices, vertices lie on the blocks, vertices lie...