AbstractWe study a natural generalization of the concepts of torsion and Ricci tensor for a non- linear connection on a fibred manifold, with respect to a given fibred soldering form. Our results are achieved by means of the differentials and codifferentials induced by the Frölicher-Nijenhuis graded Lie algebra of tangent valued forms
The aim of this paper is to describe the local Ricci and Bianchi identities of an h-normal Γ-linear ...
Abstract. The question how many real analytic affine connections exist locally on a smooth manifold ...
aim of this paper is to describe the local Ricci and Bianchi identities of an h-normal Γ-linear conn...
AbstractThe synthetic treatment of nonlinear connections is given. Synthetic nonlinear connections a...
Let M be an n-dimensional differentiable manifold equipped with a torsion-free linear connection ? a...
AbstractThe natural vector valued 1-forms Q on the natural bundles associated with product preservin...
summary:The torsions of a general connection $\Gamma$ on the $r$th-order tangent bundle of a manifol...
AbstractIt is well known that natural operators of linear symmetric connections on manifolds and of ...
We consider a 1-parameter family of metric connections with totally skew-symmetric torsion tensors o...
We consider a 1-parameter family of metric connections with totally skew-symmetric torsion tensors o...
We show various examples of torsion-free affine connections which preserve volume elements and have ...
Summary: The concept of semi-symmetric non-metric connection on a Riemannian manifold has been intro...
Abstract. We study a generalization of Ricci flow to connections with tor-sion. This system of equat...
We study the graded geometric point of view of curvature and torsion of Q-manifolds (differential gr...
We study the graded geometric point of view of curvature and torsion of Q-manifolds (differential gr...
The aim of this paper is to describe the local Ricci and Bianchi identities of an h-normal Γ-linear ...
Abstract. The question how many real analytic affine connections exist locally on a smooth manifold ...
aim of this paper is to describe the local Ricci and Bianchi identities of an h-normal Γ-linear conn...
AbstractThe synthetic treatment of nonlinear connections is given. Synthetic nonlinear connections a...
Let M be an n-dimensional differentiable manifold equipped with a torsion-free linear connection ? a...
AbstractThe natural vector valued 1-forms Q on the natural bundles associated with product preservin...
summary:The torsions of a general connection $\Gamma$ on the $r$th-order tangent bundle of a manifol...
AbstractIt is well known that natural operators of linear symmetric connections on manifolds and of ...
We consider a 1-parameter family of metric connections with totally skew-symmetric torsion tensors o...
We consider a 1-parameter family of metric connections with totally skew-symmetric torsion tensors o...
We show various examples of torsion-free affine connections which preserve volume elements and have ...
Summary: The concept of semi-symmetric non-metric connection on a Riemannian manifold has been intro...
Abstract. We study a generalization of Ricci flow to connections with tor-sion. This system of equat...
We study the graded geometric point of view of curvature and torsion of Q-manifolds (differential gr...
We study the graded geometric point of view of curvature and torsion of Q-manifolds (differential gr...
The aim of this paper is to describe the local Ricci and Bianchi identities of an h-normal Γ-linear ...
Abstract. The question how many real analytic affine connections exist locally on a smooth manifold ...
aim of this paper is to describe the local Ricci and Bianchi identities of an h-normal Γ-linear conn...
DOI
Add to ORKG