Yıl 2016,
Cilt: 9 Sayı: 1, 78 - 84, 30.04.2016
H. R. Salimi Moghaddam
Kaynakça
- [1] Bejancu, A. and Farran, H. R. Geometry of Pseudo-Finsler Submanifolds, Kluwer Academic
Publishers, 2000.
- [2] Bejancu, A. and Farran, H. R. A comparison between the induced and the intrinsic Finsler
connections on a Finsler submanifold, Algebras, Groups and Geometrie. 16(1999), no. 1, 11-23.
- [3] Esrafilian, E. and Salimi Moghaddam, H. R. The Relation Between the Associate
Almost Complex Structure to HM′ and(HM′, S, T )−Cartan Connections, SIGMA. 2(2006), 067, 7 pages.
- [4] Gibbons, G. W. Papadopoulos, G. and Stelle, K. S. HKT and OKT geometries on soliton black hole
moduli spaces, Nucl. Phys. B. 508(1997), 623-658.
- [5] Poon, Y. S. Examples of Hyper-Ka¨hler Connections with Torsion, Vienna, Preprint ESI,
770(1999), 1-7.
- [6] Salimi Moghaddam, H. R. Randers Metrics of Berwald type on 4-dimensional hypercomplex Lie
groups, J. Phys. A: Math. Theor. 42(2009), 095212(7pp).
- [7] Salimi Moghaddam, H. R. On the Geometry of Some Para-Hypercomplex Lie Groups, Archivum
Mathematicom BRNO. 45(2009), 159-170.
Two New Families of Finsler Connections on Even-Dimensional Manifolds
Yıl 2016,
Cilt: 9 Sayı: 1, 78 - 84, 30.04.2016
H. R. Salimi Moghaddam
Öz
![](data:image/png;base64,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)
Kaynakça
- [1] Bejancu, A. and Farran, H. R. Geometry of Pseudo-Finsler Submanifolds, Kluwer Academic
Publishers, 2000.
- [2] Bejancu, A. and Farran, H. R. A comparison between the induced and the intrinsic Finsler
connections on a Finsler submanifold, Algebras, Groups and Geometrie. 16(1999), no. 1, 11-23.
- [3] Esrafilian, E. and Salimi Moghaddam, H. R. The Relation Between the Associate
Almost Complex Structure to HM′ and(HM′, S, T )−Cartan Connections, SIGMA. 2(2006), 067, 7 pages.
- [4] Gibbons, G. W. Papadopoulos, G. and Stelle, K. S. HKT and OKT geometries on soliton black hole
moduli spaces, Nucl. Phys. B. 508(1997), 623-658.
- [5] Poon, Y. S. Examples of Hyper-Ka¨hler Connections with Torsion, Vienna, Preprint ESI,
770(1999), 1-7.
- [6] Salimi Moghaddam, H. R. Randers Metrics of Berwald type on 4-dimensional hypercomplex Lie
groups, J. Phys. A: Math. Theor. 42(2009), 095212(7pp).
- [7] Salimi Moghaddam, H. R. On the Geometry of Some Para-Hypercomplex Lie Groups, Archivum
Mathematicom BRNO. 45(2009), 159-170.
Toplam 7 adet kaynakça vardır.