ON THE CORONA PRODUCT OF MONOGENIC SEMIGROUP GRAPHS

For each commutative ring R, we associate a simple graph F(R). A good amount of work is available on zero-divisor graphs. Our main aim is to extend this study on the special algebraic graphs to the corona product. In this paper, we will determinate some important graph parameters (diameter, radius, maximum degree, minimum degree, domination number, degree sequence, irregularity index, chromatic number and clique number) for the corona product of any two monogenic semigroup graphs.