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On The Geometry of Contact Pseudo-Slant Submanifolds in an (LCS)_n-Manifold
Abstract
In this study, the differential geometry of contact pseudo-slant submanifolds of an (LCS)n-manifold are studied. The necessary and sufficient conditions are given for submanifolds of an (LCS)n-manifold to be a contact pseudo-slant submanifold. In addition, the necessary and sufficient conditions are researched for integrability distributions emerging from the definition of contact pseudo-slant submanifolds of an (LCS)n-manifold. Finally, some results are obtained by the concept of geodesic and investigating contact pseudo slant product of an (LCS)n-manifold. Also we give an example of a proper contact pseudo-slant submanifold in an (LCS)n-manifold to illustrate the subject.
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