Prolongation of projectable tangent valued forms

Antonella Cabras; Ivan Kolář

Displaying similar documents to “Prolongation of projectable tangent valued forms”

Natural operations on higher order tangent bundles.

Ivan Kolár (1996)

Extracta Mathematicae

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We present a survey of some recent results about natural operations on the r-th order tangent bundle and similar objects.

Prolongation of second order connections to vertical Weil bundles

Antonella Cabras, Ivan Kolář (2001)

Archivum Mathematicum

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We study systematically the prolongation of second order connections in the sense of C. Ehresmann from a fibered manifold into its vertical bundle determined by a Weil algebra $A$ . In certain situations we deduce new properties of the prolongation of first order connections. Our original tool is a general concept of a $B$ -field for another Weil algebra $B$ and of its $A$ -prolongation.

Natural affinors on time-dependent Weil bundles

Miroslav Doupovec, Ivan Kolář (1991)

Archivum Mathematicum

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