First, we want to give a complete classification of Yamabe solitons and gradient Yamabe
solitons for real hypersurfaces in the complex hyperbolic two-plane Grassmannians G 2*(ℂ …

Our aim is to study the properties of Fischer-Marsden conjecture and Ricci-Bourguignon
solitons within the framework of generalized Sasakian-space-forms with β-Kenmotsu …

By using the property of generalized pseudo-anti commuting Ricci tensor, that is, Ric ϕ+ ϕ
Ric= f ϕ, for real hypersurfaces in the complex hyperbolic quadric Q m∗, we give a complete …

By using the notion of Fischer-Marsden Equation on real hypersurfaces in the complex
quadric Q m= SO m+ 2/SO 2 SO m, we can assert that there does not exist a non-trivial …

In this paper, we have investigated a pseudo-Ricci-Bourguignon soliton on real
hypersurfaces in the complex two-plane Grassmannian G 2 (C m+ 2). By using pseudo-anti …

In this paper, the study of Fischer–Marsden equation on real hypersurfaces in the complex
hyperbolic two-plane Grassmannian G 2∗(C m+ 2) is first investigated. It is shown that there …

Abstract The Fischer-Marsden conjecture asserts that an n-dimensional compact manifold
admitting a nontrivial solution of the so-called Fischer-Marsden differential equation is …

We characterize N (κ)-paracontact metric manifolds (NKPMM) M2n+ 1 satisfying the Fischer-
Marsden conjecture. We demostrate that, if an M2n+ 1 satisfies the Fischer-Marsden …

In this paper, we give a complete classification of Ricci–Bourguignon soliton on real
hypersurfaces in the complex hyperbolic space ℂ H n= SU 1, n/S (U 1 U n). Next, as an …

We use a nontrivial concircular vector field u on the unit sphere S n+ 1 in studying geometry
of its hypersurfaces. An orientable hypersurface M of the unit sphere S n+ 1 naturally inherits …