DOIAbstract
summary:We consider the problem of prolongating general connections on arbitrary fibered manifolds with respect to a product preserving bundle functor. Our main tools are the theory of Weil algebras and the Frölicher-Nijenhuis bracket
summary:We consider the problem of prolongating general connections on arbitrary fibered manifolds with respect to a product preserving bundle functor. Our main tools are the theory of Weil algebras and the Frölicher-Nijenhuis bracket
summary:We describe the fiber product preserving bundle functors on the category of all morphisms of...
Let \(F\) be a bundle functor on the category of all fibred manifolds and fibred maps. Let \(\Gamma\...
Abstract. We describe the fiber product preserving bundle functors on the category of all morphisms ...
summary:We consider the problem of prolongating general connections on arbitrary fibered manifolds w...
summary:We consider the problem of prolongating general connections on arbitrary fibered manifolds w...
summary:We classify all bundle functors $G$ admitting natural operators transforming connections on ...
summary:We study systematically the prolongation of second order connections in the sense of C. Ehre...
summary:We study the prolongation of semibasic projectable tangent valued $k$-forms on fibered manif...
summary:We prove that the so-called complete lifting of tangent valued forms from a manifold $M$ to ...
summary:We describe the fundamental properties of the infinitesimal actions related with functorial ...
Let M be a smooth manifold of dimension m ≥ 1 and P be a G-structure on M, where G is a Lie subgroup...
summary:We classify all bundle functors $G$ admitting natural operators transforming connections on ...
summary:We classify all bundle functors $G$ admitting natural operators transforming connections on ...
summary:First we deduce some general properties of product preserving bundle functors on the categor...
summary:First of all, we find some further properties of the characterization of fiber product prese...
summary:We describe the fiber product preserving bundle functors on the category of all morphisms of...
Let \(F\) be a bundle functor on the category of all fibred manifolds and fibred maps. Let \(\Gamma\...
Abstract. We describe the fiber product preserving bundle functors on the category of all morphisms ...
summary:We consider the problem of prolongating general connections on arbitrary fibered manifolds w...
summary:We consider the problem of prolongating general connections on arbitrary fibered manifolds w...
summary:We classify all bundle functors $G$ admitting natural operators transforming connections on ...
summary:We study systematically the prolongation of second order connections in the sense of C. Ehre...
summary:We study the prolongation of semibasic projectable tangent valued $k$-forms on fibered manif...
summary:We prove that the so-called complete lifting of tangent valued forms from a manifold $M$ to ...
summary:We describe the fundamental properties of the infinitesimal actions related with functorial ...
Let M be a smooth manifold of dimension m ≥ 1 and P be a G-structure on M, where G is a Lie subgroup...
summary:We classify all bundle functors $G$ admitting natural operators transforming connections on ...
summary:We classify all bundle functors $G$ admitting natural operators transforming connections on ...
summary:First we deduce some general properties of product preserving bundle functors on the categor...
summary:First of all, we find some further properties of the characterization of fiber product prese...
summary:We describe the fiber product preserving bundle functors on the category of all morphisms of...
Let \(F\) be a bundle functor on the category of all fibred manifolds and fibred maps. Let \(\Gamma\...
Abstract. We describe the fiber product preserving bundle functors on the category of all morphisms ...
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