The zero-divisor graphs of variation monogenic Semigroups

الملخص EN

semigroup SM with zero.

The non-zero vertices X' and X) of this graph are adjacent whenever i + j > U and gcd(i,j) = 1, where U is the order of r(K5^n).

In this work, we consider some properties of the graph T(VS^n), such as the diameter, girth, chromatic number and clique.

In addition, we show that T(VS^n) is a perfect, well-covered and coprime graph.