On the flow prolongation of vector fields

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Authors

KOLÁŘ Ivan

Year of publication 2003
Type Article in Proceedings
Conference Proceedings of Geometrical Seminar, Kazaň
MU Faculty or unit

Faculty of Science

Citation
Field General mathematics
Keywords fiber product preserving bundle functor; flow prolongation of vector fields; tangent valued form; Weil bundle
Description We constuct a natural map transforming the functorial prolongation of a projectable vector field of a fibered manifold and the r-jet prolongation of the base field to a fiber product preserving bundle functor. Our main tool is a similar construction in the case of products of two manifolds and of product vector fields.
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