We study the twisted product manifold with vanishing conharmonic curvature tensor which is invariant under the conharmonic transformation, and characterize the total space, base space and each fibre
This article generalizes some geometric structures on warped product manifolds equipped with a Poiss...
summary:In this paper, we characterize a class of biharmonic maps from and between product manifolds...
Some necessary and/or sucient condition(s) for K-contact and/or Sasakian manifolds to be quasi conha...
We study the twisted product manifold with vanishing conharmonic curvature tensor which is invariant...
We study the doubly warped product manifold M=B_h×_fF of Riemannian manifolds related to critical Ri...
We study the conformally flat twisted product manifolds M=B×fF of Riemannian manifolds and investiga...
We prove that a conharmonically flat fibred Riemannian space with totally geodesic fibre is locally ...
We introduce the warped product of maps defined between Riemannian warped product spaces and we give...
Biharmonic maps between warped products are studied. The main results are: (i) the condition for th...
We prove that a conharmonically flat fibred Riemannian space with totally geodesic fibre is locally ...
summary:The main purpose of the present paper is to study the geometric properties of the conharmoni...
Weitzenbock type identities for harmonic morphisms of warped product type are developed which lead t...
We study the geometry of particular classes of Riemannian manifolds obtained as warped products. We ...
Abstract. Let (Mn, g) be a closed Riemannian manifold and N = S1 ×f Sm−1c be a warped product space ...
In this paper, some properties of F -harmonic and conformal F -harmonic maps between doubl...
This article generalizes some geometric structures on warped product manifolds equipped with a Poiss...
summary:In this paper, we characterize a class of biharmonic maps from and between product manifolds...
Some necessary and/or sucient condition(s) for K-contact and/or Sasakian manifolds to be quasi conha...
We study the twisted product manifold with vanishing conharmonic curvature tensor which is invariant...
We study the doubly warped product manifold M=B_h×_fF of Riemannian manifolds related to critical Ri...
We study the conformally flat twisted product manifolds M=B×fF of Riemannian manifolds and investiga...
We prove that a conharmonically flat fibred Riemannian space with totally geodesic fibre is locally ...
We introduce the warped product of maps defined between Riemannian warped product spaces and we give...
Biharmonic maps between warped products are studied. The main results are: (i) the condition for th...
We prove that a conharmonically flat fibred Riemannian space with totally geodesic fibre is locally ...
summary:The main purpose of the present paper is to study the geometric properties of the conharmoni...
Weitzenbock type identities for harmonic morphisms of warped product type are developed which lead t...
We study the geometry of particular classes of Riemannian manifolds obtained as warped products. We ...
Abstract. Let (Mn, g) be a closed Riemannian manifold and N = S1 ×f Sm−1c be a warped product space ...
In this paper, some properties of F -harmonic and conformal F -harmonic maps between doubl...
This article generalizes some geometric structures on warped product manifolds equipped with a Poiss...
summary:In this paper, we characterize a class of biharmonic maps from and between product manifolds...
Some necessary and/or sucient condition(s) for K-contact and/or Sasakian manifolds to be quasi conha...
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