INTRINSIC PROOFS OF THE EXISTENCE OF GENERALIZED FINSLER CONNECTIONS
Year 2015,
Volume: 8 Issue: 1, 1 - 13, 30.04.2015
Joseph Salomon Mbatakou
Abstract
![](data:image/png;base64,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)
References
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2000.
- [2] Chern, S.S. and Shen, Z., Riemann-Finsler geometry,Nankai Tracts in Mathematics 6, 2005.
- [3] Djelid, R., Conformal deformations of Finsler-Ehresmann manifolds (in French), Ph. D. The-
sis, EPFL, Lausanne, 2011.
- [4] Kolar, I., Michov, P.W. and Slovak, J., Natural operations in Dierential geometry, Springer-
Verlag, Berlin 1993.
- [5] Nabil, L., Abed, S.H. and Soleimann, A., Cartan and Berwald connections in the pullback
formalism, Algebras, Groups and Geometries 25, 4 (2008), 363-386.
- [6] Shen, Z., Dierential Geometry of Spray and Finsler Spaces, Springer, 2001.
Year 2015,
Volume: 8 Issue: 1, 1 - 13, 30.04.2015
Joseph Salomon Mbatakou
References
- [1] Bao, D., Chern, S.S. and Shen Z., An introduction to Riemann-Finsler Geometry. Springer,
2000.
- [2] Chern, S.S. and Shen, Z., Riemann-Finsler geometry,Nankai Tracts in Mathematics 6, 2005.
- [3] Djelid, R., Conformal deformations of Finsler-Ehresmann manifolds (in French), Ph. D. The-
sis, EPFL, Lausanne, 2011.
- [4] Kolar, I., Michov, P.W. and Slovak, J., Natural operations in Dierential geometry, Springer-
Verlag, Berlin 1993.
- [5] Nabil, L., Abed, S.H. and Soleimann, A., Cartan and Berwald connections in the pullback
formalism, Algebras, Groups and Geometries 25, 4 (2008), 363-386.
- [6] Shen, Z., Dierential Geometry of Spray and Finsler Spaces, Springer, 2001.
There are 6 citations in total.