Psuedoconnessioni di uno spazio fibrato vettoriale
Abstract
We can define a pseudoconnection of a vector bundle, we find properties analogous to those of a linear pseudoconnection on a differentiable manifold of class
and we obtain the parallel transport notion of fibres along opportune curves of the base space. Finally, for each
such that
, we deal with the pseudoconnections of the vector bundle of the tenors of type
on a differentiable manifold of class
.
![C^∈fty](https://853417.krfdn.asia/plugins/generic/latexRender/cache/f81ee5189c2bb2ede892f7ccf8f1eb69.png)
![(r, s)∈ N<sup>2</sup>](https://853417.krfdn.asia/plugins/generic/latexRender/cache/4215475d8c5653f8281a1e4f40850bda.png)
![(r, s)≠ (0, 0)](https://853417.krfdn.asia/plugins/generic/latexRender/cache/bb8b681a9500a89dade9d9e4f430313c.png)
![(r,s)](https://853417.krfdn.asia/plugins/generic/latexRender/cache/593291a30697b13665dc112f29824e5d.png)
![C^∈fty](https://853417.krfdn.asia/plugins/generic/latexRender/cache/f81ee5189c2bb2ede892f7ccf8f1eb69.png)
DOI Code:
10.1285/i15900932v2n1p145
Full Text: PDF