  Using the domination parameters of Cayley graphs constructed out of
$\mathbb{Z}_{p}\times \mathbb{Z}_{m}$, where $m\in\{p^{\alpha},
p^{\alpha}q^{\beta}, p^{\alpha}q^{\beta}r^{\gamma}\},$ in this paper we are
discussing about the total and connected domination number and diameter of
these Cayley graphs.
