ON NON-INVARIANT HYPERSURFACES OF AN epsilon-PARA SASAKIAN MANIFOLD

摘要

Non-invariant hypersurfaces of an epsilon- para Sasakian manifold of an induced structure (f, g, u, v, lambda) have been studied in this paper. Some properties followed by this structure have ben obtained. A necessary and sufficient condition for totally umbilical non-invariant hypersurfaces equipped with (f, g, u, v, lambda) - structure of epsilon -para Sasakian manifold to be totally geodesic has also been explored.