| Titre |
Finslerian Ricci Deformation and Conformal Metrics |
| Auteurs |
Nibaruta Gilbert [1],
Degla Serge [2],
TODJIHOUNDE LEONARD [3],
|
| Journal: |
Journal of Applied Mathematics and Physics |
| Catégorie Journal: |
Internationale |
| Impact factor: |
0 |
| Volume Journal: |
6 |
| DOI: |
|
| Resume |
In this paper, a new Ricci flow is canonically introduced in Finsler Geometry and, under the variance of Finsler-Ehresmann form, conformal changes of Finsler metrics are studied. Some existence conditions of this Finslerian Ricci flow on a compact manifold which preserves the conformal class of the initial metric are obtained as an application. |
| Mots clés |
Ehresmann Connection, Ricci Flow, Trace-Free Ricci Tensor, Conformal Change of Finsler-Ehresmann Form |
| Pages |
1522 - 1532 |
| Fichier |
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