  We study the Seiberg dualities with an adjoint matter for the $U(N)$ and
$SU(N)$ gauge groups in three- and four-dimensions with four supercharges. The
relation between three- and four-dimensional dualities is investigated. We
especially derive the three-dimensional duality from four-dimensional one by
the dimensional reduction including the non-perturbative effect of the
$\mathbb{S}^1$-compactification. In the $U(N)$ case, we obtain the Kim-Park
duality, which is known as a generalization of the Aharony duality including an
adjoint matter. In the $SU(N)$ case, we obtain the duality which follows from
un-gauging the $U(N)$ Kim-Park duality.
