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* -Ricci solitons on ε-para sasakian 3-manifolds
2020
SERIES III - MATEMATICS INFORMATICS PHYSICS
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In the present paper we study *-Ricci solitons in (Є)–para Sasakian manifolds and prove that if an (Є)-para Sasakian 3-manifold with constant scalar curvature admits a *-Ricci soliton, then the *-Ricci soliton is steady if and only if ℒVξ is g-orthogonal to ξ provided a =Trϕ is constant. Beside these, we study gradient *-Ricci solitons on (Є) –para Sasakian 3-manifolds.
doi:10.31926/but.mif.2019.12.61.2.6
fatcat:pf2giyrnvvgrngihd5om6aexza