Spreading Rate of Virus on Energy of Laplacian Intuitionistic Fuzzy Graph Deepa G.1,*, Praba B.2, Chandrasekaran V.M.1 1School of Advanced Sciences, VIT University, Vellore-632014, Tamilnadu, India 2SSN College of Engineering, Kalavakkam, Chennai, Tamilnadu, India *Corresponding Author E-mail: deepa.g@vit.ac.in, vmcsn@vit.ac.in, prabab@ssn.edu.in
AMS classification: 05C50; 15A18; 05C90; 05C72; 05C69 Online published on 12 January, 2017. Abstract Laplacian intuitionistic fuzzy graph G = (V, E, μ, γ) is defined. Energy of such graph is discussed. In [8] the authors conjectured that the inequality E(G) ≤ LE(G) holds for all graphs. In this paper we are conjectured that the inequality E(G) ≤ LE(G) does not hold for intuitionistic fuzzy directed graph. Also spreading rate of virus on energy of laplacian intuitionistic fuzzy graph is analyzed. Top Keywords Energy of a graph, Energy of a fuzzy graph, Energy of an intuitionistic fuzzy graph, Laplacian energy of a graph, Laplacian energy of a fuzzy graph. Top |