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On Quasi Conformally Flat Lp-Sasakian Manifolds With A Coefficient Α
release_ctw2sunhpncrda6wh3szccbcmi
by
Jay Prakash Singh
Published
by Zenodo.
2016
Abstract
The aim of the present paper is to study properties of<br>
Quasi conformally flat LP-Sasakian manifolds with a coefficient α.<br>
In this paper, we prove that a Quasi conformally flat LP-Sasakian<br>
manifold M (n > 3) with a constant coefficient α is an η−Einstein<br>
and in a quasi conformally flat LP-Sasakian manifold M (n > 3)<br>
with a constant coefficient α if the scalar curvature tensor is constant<br>
then M is of constant curvature.
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