1 citations · 1 across the 7 of their papers we have counts for
7 papers
Total Domination Index in Graphs
Kavya R. Nair, M. S. Sunitha
This paper introduces the concept of compliant vertices and compliant graphs, with a focus on the total domination degree (TDD) of a vertex in compliant graphs. The TDD is systemat…
Strong Domination Index in Fuzzy Graphs
Kavya. R. Nair, M. S. Sunitha
Topological indices play a vital role in the area of graph theory and fuzzy graph (FG) theory. It has wide applications in the areas such as chemical graph theory, mathematical che…
Domination Index in Graphs
Kavya. R. Nair, M. S. Sunitha
The concepts of domination and topological index hold great significance within the realm of graph theory. Therefore, it is pertinent to merge these concepts to derive the dominati…
k-Power Graphs of Finite Groups
Swathi V, M S Sunitha
For a finite group and for a fixed positive integer , , the -power graph of is an undirected simple graph with vertex set in which two distinct vertices…
Forbidden Subgraphs of co-prime Graphs of finite Groups
Swathi V, M S Sunitha
For a finite group the co-prime graph is defined as a graph with vertex set in which two distinct vertices and are adjacent if and only if …
Operations on Fuzzy Incidence Graphs and Strong Incidence Domination
Kavya. R. Nair, M. S. Sunitha
Fuzzy incidence graphs (FIG) model real world problems efficiently when there is an extra attribute of vertex-edge relationship. The article discusses the operations on Fuzzy incid…
Matching in power graphs of finite groups
Peter J. Cameron, V V Swathi, M S Sunitha
The power graph of a finite group is the undirected simple graph with vertex set , where two elements are adjacent if one is a power of the other. In this paper, the…