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Eta-Ricci soliton on W3-Semi symmetric LP Sasakian Manifolfds
International Journal of Statistics and Applied Mathematics · 2020 · Vol. 5(5) · pp. 48–52
Samwel O Pambo✉(University of Nairobi)SK Moindi(University of Nairobi)BM Nzimbi(University of Nairobi)
Abstract
In this paper, we study ƞ-Ricci solitons on Lorentzian para-Sasakian manifold satisfying the semi symmetric conditions R(ξ,X)•W3 (Y,Z) U=0 and W3 (ξ,X)•R(Y,Z)U=0. At the end of this paper, we show that the LP-Sasakian manifold accepting a ƞ-Ricci solitons structure is Einstain.
Geometric Analysis and Curvature FlowsGeometry and complex manifoldsAdvanced Differential Geometry ResearchManifold (fluid mechanics)SolitonMathematicsPhysicsPure mathematicsMathematical physicsRicci curvatureMathematical analysisNonlinear systemGeometry
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