Further results on F-Face magic mean graphs

Abstract

An (0,1,0)-F-Face magic mean labeling is an assignment of labels to the edges of planar graph such that the mean weight of each face is constant. An (1,1,0)- F-Face magic mean labeling is an assignment of labels to the vertices and edges of planar graph such that the mean weight of each face is constant. In this paper, the existence of (0,1,0)-F-Face magic mean labeling and (1,1,0)-F-Face magic mean labeling is proved for ladder graph, globe graph and new graphs obtained by applying graph operations.