On warped product manifolds satisfying Ricci-Hessian class type equations

We deal with a study of warped product manifold which is also a generalized quasi Einstein manifold. Then, we investigate the relationships between such warped products and certain manifolds that provide some Ricci-Hessian type equations, such as Ricmf = ?g for some smooth function ?, where Ricmf de...

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Veröffentlicht in:Publications de l'Institut mathématique (Belgrade) 2018, Vol.103 (117), p.69-75
Hauptverfasser: Güler, Sinem, Demirbağ, Altay
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Demirbağ, Altay
description We deal with a study of warped product manifold which is also a generalized quasi Einstein manifold. Then, we investigate the relationships between such warped products and certain manifolds that provide some Ricci-Hessian type equations, such as Ricmf = ?g for some smooth function ?, where Ricmf denotes the m-Bakery-Emery Ricci tensor. Finally, we obtain some rigidity conditions for such manifolds. nema
doi_str_mv 10.2298/PIM1817069G
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title On warped product manifolds satisfying Ricci-Hessian class type equations
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