On jet like bundles of vector bundles
Abstract
We describe completely the so called jet like functors of a vector bundle E over an m-dimensional manifold M, i.e. bundles FE over M canonically depending on E such that F(E-1 x(M) E-2) = FE1 x(M) FE2 for any vector bundles E-l and E-2 over M. Then we study how a linear vector field on E can induce canonically a vector field on FE.
Keywords
Bundle functor, gauge bundle functor, natural transformation, (gauge) natural operator, vector bundle, module bundle, jetPersistent identifier
http://hdl.handle.net/11012/203099Document type
Peer reviewedDocument version
Final PDFSource
Matematicki Vesnik. 2021, vol. 73, issue 4, p. 243-255.http://www.vesnik.math.rs/vol/mv21402.pdf
Collections
- Ústav matematiky [65]
Citace PRO
Except where otherwise noted, this item's license is described as Creative Commons Attribution 4.0 International