PRODUCT OF TOTAL AND RANGE FUZZY EDGE LABELING FOR FLOWER RELATED GRAPHS

Abstract

In flower-related graph structures, it is feasible to define a hybrid labeling scheme combining the product of total and range fuzzy edge labeling. Vertices and edges are assigned labels such that the edge label equals the modulo prod- uct of the total and range of incident vertices labels. Edge membership values remain distinct based on a fuzzy function derived from the vertex labels. This interactive framework gives an adaptable technique to the analysis of extensive interconnected networks with uncertain or discontinuous connections by ensuring balance, injectivity, and inconsistency.