  In this paper, we define the semi-symmetric metric connection on super
Riemannian manifolds. We compute the semi-symmetric metric connection and its
curvature tensor and its Ricci tensor on super warped product spaces. We
introduce two kind of super warped product spaces with the semi-symmetric
metric connection and give the conditions under which these two super warped
product spaces with the semi-symmetric metric connection are the Einstein super
spaces with the semi-symmetric metric connection.
