SUM CORDIAL LABELING OF CORONA PRODUCT GRAPH OF PATH TO PATH

In this paper the researcher studies on the labeling of Corona Product Graph of Path to Path by admitting the certain condition of Sum cordial labeling. A sum cordial labeling of a graph is a binary labeling with vertex set V, with edge labeling f:E(G) {0,1},defined by f(uv)=(f(u)+f(v))(mod2) if |vf(0)-vf(1)|≤1and |ef(0)-ef(1)|≤1. A graph G is Sum cordial if it admits Sum cordial labeling.