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Book Categories |
Preface | ||
1 | The geometry of tangent bundle | 1 |
2 | Finsler spaces | 31 |
3 | Lagrange spaces | 63 |
4 | The geometry of cotangent bundle | 87 |
5 | Hamilton spaces | 119 |
6 | Cartan spaces | 139 |
7 | The duality between Lagrange and Hamilton spaces | 159 |
8 | Symplectic transformations of the differential geometry of T*M | 189 |
9 | The dual bundle of a [kappa]-osculator bundle | 219 |
10 | Linear connections on the manifole T[superscript *2]M | 249 |
11 | Generalized Hamilton spaces of order 2 | 271 |
12 | Hamilton spaces of order 2 | 283 |
13 | Cartan spaces of order 2 | 307 |
Bibliography | 323 | |
Index | 336 |
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Add The Geometry Of Hamilton And Lagrange Spaces, This monograph presents for the first time the foundations of Hamilton Geometry. The concept of Hamilton Space, introduced by the first author and investigated by the authors, opens a new domain in differential geometry with large applications in mechani, The Geometry Of Hamilton And Lagrange Spaces to the inventory that you are selling on WonderClubX
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Add The Geometry Of Hamilton And Lagrange Spaces, This monograph presents for the first time the foundations of Hamilton Geometry. The concept of Hamilton Space, introduced by the first author and investigated by the authors, opens a new domain in differential geometry with large applications in mechani, The Geometry Of Hamilton And Lagrange Spaces to your collection on WonderClub |