| Title |
|
Covariant Differentiation Under Rolling Maps |
|
|
| Publication Date |
|
| Author(s) |
|
| Type of document |
|
| Language |
|
| Entity Type |
|
| Publisher |
|
Universidade de Coimbra, Centro de Matemática [University of Coimbra, Department of Mathematics] |
|
|
| Place of publication |
|
| Series |
|
| UNE publication id |
|
| Abstract |
|
We study properties of covariant derivatives of vector fields along curves on Riemannian manifolds mapped by rolling the manifolds without slip or twist. A natural definition of Riemannian polynomials arises from these properties. |
|
|
| Link |
|