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Sombor Spectrum of Super Graphs defined on groups
Ekta Pachar, Sandeep Dalal, Jitender Kumar
Given a simple graph on a group and an equivalence relation on , the super graph is defined as a simple graph, whose vertex set is and two vertices ,…
Laplacian Spectrum of Super Graphs defined on Certain Non-abelian Groups
Varun J Kaushik, Ekta, Parveen +1
Given a graph on a group and an equivalence relation on , the super graph, whose vertex set is and two vertices , are adjacent if and only if there…
On line upper ideal relation graphs of rings
Mohd Shariq, Praveen Mathil, Jitender Kumar
The upper ideal relation graph of a commutative ring with unity is a simple undirected graph with the set of all non-unit elements of as a vertex set and two ver…
Strong Resolving Graphs of Clean Graphs of Commutative Rings
Praveen Mathil, Jitender Kumar
Let be a ring with unity. The clean graph of a ring is the simple undirected graph whose vertices are of the form , where is an idempotent element…
Genus and crosscap of Normal subgroup based power graphs of finite groups
Parveen, Manisha, Jitender Kumar
Let be a normal subgroup of a group . The normal subgroup based power graph of is the simple undirected graph with vertex set $V(Γ_H(G))= (G\setminus H)\cup \{e…
Line graph characterization of the order supergraph of a finite group
Manisha, Parveen, Jitender Kumar
The power graph is the simple undirected graph with group elements as a vertex set and two elements are adjacent if one of them is a power of the other. The order…