Preservation of the Classical Meanness Property of Some Graphs Based on Line Graph
Operation - Muhiuddin - 2021 - Journal of Mathematics - Wiley Online Library Skip to Article …

Graph theory is a well-known prosperous branch of Mathematics. Mathematics gives the
same name to different things. Graph theory creates graph labeling techniques in which …

In this paper we consider simple, finite and undirected graphs only. Cordial labeling was
introduced by Cahit [3] and cordial relation labeling technique was studied in [1, 2, 4, 5, 6, 9 …

In 2012, Ponraj et al. defined a concept of k-product cordial labeling as follows: Let f be a
map from V (G) to {0, 1,⋯, k− 1} where k is an integer, 1≤ k≤| V (G)|. For each edge uv …

Graph labeling is the fascinating and active area of graph theory with widespread
applications to combinatorics and arithmetic aspects. It is an assignment of real values or …

Graph theory is one of the well-known prosperous branch of Mathematics (Arithmetic).
Mathematics gives the same name to different things. But graph theory creates a graph …

A function is defined as-exponential mean labeling of denoted as with edges and vertices as
a injective and the generated function represented by for every bijective,. A-exponential …

All through this paper, by a graph we mean a simple, undirected, and finite graph. For
documentations and wording, we follow [1–5]. For a point by point review on graph labeling …

The line graph L (G) of a graph G is the graph whose vertex set is the edge set of G and two
vertices are adjacent in L (G) whenever they are incident in G. In this chapter an …

Many graph labeling techniques have been introduced so far and explored as well by the
many researchers. Graph labelings have the massive applications not only in mathematics …