  The object of the present paper is to study invariant submanifolds of
(LCS)n-manifolds with respect to quarter symmetric metric connection. It is
shown that the mean curvature of an invariant submanifold of (LCS)n-manifold
with respect to quarter symmetric metric connection and Levi-Civita connection
are equal. An example is constructed to illustrate the results of the paper. We
also obtain some equivalent conditions of such notion.
