In this paper, we consider a generalized Cheeger-Gromoll metric on a cotangent bundle
over a Riemannian manifold, which is obtained by rescaling the vertical part of the Cheeger …

This work presents a novel class of metrics on a para-K\"{a} hler-Norden manifold $(M^{2m},
F, g) $, derived from a conformal deformation of the Berger-type metric associated with the …

In this paper, we present some results concerning the harmonicity on the cotangent bundle
equipped with the Berger-type deformed Sasaki metric over standard Kähler manifolds. We …

In this paper, we introduce the φ-Sasaki metric on the tangent bundle TM over a para-Kähler-
Norden manifold (M2m, φ, g). First, we study the harmonicity of a vector field with respect to …

Let (M 2m, φ, g) be a B-manifold. In this paper, we introduce a new class of metric on (M2m,
φ, g), obtained by a non-conformal deformation of the metric g, called a generalized Berger …

In this paper, first, we introduce the Berger-type deformed Sasaki metric on the cotangent
bundle T∗ M over a standard Kähler manifold (M2m, J, g) and investigate the Levi-Civita …

Abstract Let $(M^{2m},\varphi, g) $ be an anti-paraK\"{a} hler. In this paper, we introduce a
new class of metric on $(M^{2m},\varphi, g) $, obtained by a non-conformal deformation of …