An interesting relationship between finite rings and graphs.

In this thesis we will give an interesting relation between finite rings and their graphs, such relations are obtained in following wa

An interesting relationship between finite rings and graphs.

In this thesis we will give an interesting relation between finite rings and their graphs, such relations are obtained in following wa

An interesting relationship between finite rings and graphs.

In this thesis we will give an interesting relation between finite rings and their graphs, such relations are obtained in following wa

Exploring a Graph Complement in Quadratic Congruence

In this work, we investigate essential definitions, defining G as a simple graph with vertices in Zn and subgraphs Γu and Γq as unit residue and quadratic residue graphs modulo n, respectively. The investigation extends to the degree of G, Γu, and Γq, illuminating the properties of these subgraphs in the context of quadratic congruences