We characterize almost co-Kähler manifolds with gradient Yamabe, gradient Einstein and
quasi-Yamabe solitons. It is proved that if the metric of a (κ, μ)-almost co-Kähler manifold M 2 …

Ricci Solitons on Almost Co-Kähler Manifolds Page 1 http://dx.doi.org/. /S ©Canadian
Mathematical Society Ricci Solitons on Almost Co-Kähler Manifolds Yaning Wang Abstract. In …

Gradient Yamabe and Gradient m-Quasi Einstein Metrics on Three-dimensional Cosymplectic
Manifolds | Mediterranean Journal of Mathematics Skip to main content SpringerLink Account …

The present paper aims to investigate (m, ρ)-quasi-Einstein metrics on almost co-Kähler
manifolds M. It is proven that if a (κ, μ)-almost co-Kähler manifold with κ< 0 is (m, ρ)-quasi …

The goal of this paper is to investigate the existence of non-trivial solutions for Fischer–
Marsden equation (FME) within the framework of (2 n+ 1)-dimensional cosymplectic …

In this paper, we obtain some necessary and sufficient conditions for the Reeb vector field of
a trans-Sasakian 3-manifold to be minimal or harmonic. We construct some examples to …

In this paper, we characterize almost co-Kähler manifolds with a conformal vector field. It is
proven that if an almost co-Kähler manifold has a conformal vector field that is collinear with …

Let M3 be a three-dimensional almost coKähler manifold such that the Ricci curvature of the
Reeb vector field is invariant along the Reeb vector field. In this paper, we obtain some …

Abstract Let $ M^{2n+ 1} $ be an almost co-K\"{a} hler manifold of dimension $> 3$ with
K\"{a} hlerian leaves. In this paper, we first prove that if $ M^{2n+ 1} $ is locally symmetric …

This paper is a complete study of almost α-paracosymplectic manifolds. Basic properties of
such manifolds are obtained and general curvature identities are proved. The manifolds with …