Difference Perfect Square Cordial Labeling

  • Urvisha Vaghela et al.

Abstract

Graph  is said to have a Difference perfect square cordial labeling if there is a bijection map  hence for each edge  the induced map  is defined by,

                         if  

                                      otherwise 

and    where   number of edges with label zero,  number of edges with label one.

 In this paper we obtain Difference perfect square cordial labeling for Path, Cycle, Wheel graph, Fan graph, Comb graph, Crown graph,  graph,  graph, graph, ,  graph, Two copies of  sharing a common edge , A vertex switching of   , Shipping graph.

Published
2019-12-21
Section
Articles