论文标题
Abelian Cayley图的统治参数和直径
Domination parameters and diameter of Abelian Cayley graphs
论文作者
论文摘要
使用$ \ mathbb {z} _ {p} \ times \ times \ mathbb {z} _ {m} $构建的cayley图的支配参数，其中$ m \ in \ in \ in \ {p^α，p^α，p^αq^α，这些Cayley图的直径。
Using the domination parameters of Cayley graphs constructed out of $\mathbb{Z}_{p}\times \mathbb{Z}_{m}$, where $m\in\{p^α, p^αq^β, p^αq^βr^γ\},$ in this paper we are discussing about the total and connected domination number and diameter of these Cayley graphs.
