An affine connection is one of the basic objects of interest in differential geometry. It provides a simple and invariant way of transferring information from one point of a connected manifold M to another and, not surprisingly, enjoys lots of applications in many branches of mathematics, physics and mechanics. Among th
© 2014, Pleiades Publishing, Ltd. The aim of this paper is to describe all invariant affine connecti...
© 2014, Pleiades Publishing, Ltd. The aim of this paper is to describe all invariant affine connecti...
© 2014, Pleiades Publishing, Ltd. The aim of this paper is to describe all invariant affine connecti...
The theory of affine connections is, roughly speaking, a generalization of certain concepts of paral...
We describe all local three-dimensional homogeneous spaces, allowing affine connections, it is equiv...
We describe all local three-dimensional homogeneous spaces, allowing affine connections, it is equiv...
We describe all local three-dimensional homogeneous spaces, allowing affine connections, it is equiv...
Motivated by nonholonomic mechanics, we investigate various aspects of the interplay of an affine co...
The notion of a connection from differential geometry is employed in a category-theoretic context. W...
After the introduction of 'intimacy', which is a strong relation, we build a topological invariant f...
AbstractWe describe some differential-geometric structures in combinatorial terms: namely affine con...
A connection is a device that defines the concept of parallel transport on a bundle, that is identif...
The purpose of the work is the classification of three-dimensional homogeneous spaces, allowing a no...
The purpose of the work is a study of three-dimensional non-reductive homogeneous spaces, admitting ...
Corresponding to the group of all analytic transformations there is a differential geometry of what...
© 2014, Pleiades Publishing, Ltd. The aim of this paper is to describe all invariant affine connecti...
© 2014, Pleiades Publishing, Ltd. The aim of this paper is to describe all invariant affine connecti...
© 2014, Pleiades Publishing, Ltd. The aim of this paper is to describe all invariant affine connecti...
The theory of affine connections is, roughly speaking, a generalization of certain concepts of paral...
We describe all local three-dimensional homogeneous spaces, allowing affine connections, it is equiv...
We describe all local three-dimensional homogeneous spaces, allowing affine connections, it is equiv...
We describe all local three-dimensional homogeneous spaces, allowing affine connections, it is equiv...
Motivated by nonholonomic mechanics, we investigate various aspects of the interplay of an affine co...
The notion of a connection from differential geometry is employed in a category-theoretic context. W...
After the introduction of 'intimacy', which is a strong relation, we build a topological invariant f...
AbstractWe describe some differential-geometric structures in combinatorial terms: namely affine con...
A connection is a device that defines the concept of parallel transport on a bundle, that is identif...
The purpose of the work is the classification of three-dimensional homogeneous spaces, allowing a no...
The purpose of the work is a study of three-dimensional non-reductive homogeneous spaces, admitting ...
Corresponding to the group of all analytic transformations there is a differential geometry of what...
© 2014, Pleiades Publishing, Ltd. The aim of this paper is to describe all invariant affine connecti...
© 2014, Pleiades Publishing, Ltd. The aim of this paper is to describe all invariant affine connecti...
© 2014, Pleiades Publishing, Ltd. The aim of this paper is to describe all invariant affine connecti...