| Abstract | 第1-8页 |
| 摘要 | 第8-11页 |
| 1 Introduction | 第11-21页 |
| ·History of Finsler Geometry | 第11-13页 |
| ·Projectively flat Finsler metric research background and present situation | 第13-17页 |
| ·Dualy flat Finsler metric research background and present situation | 第17-21页 |
| 2 Preliminaries | 第21-26页 |
| ·Notationa, hypotheses and preliminary results | 第21-26页 |
| 3 Locally projectively flat general (α, β)-metrics | 第26-46页 |
| ·A New Class of Finsler Metrics with Scalar Flag Curvature | 第26-35页 |
| ·A Class of Finsler Metrics with Scalar Flag Curvature | 第35-46页 |
| 4 Locally dually flat general (α, β)-metrics | 第46-62页 |
| ·Introduction | 第46-49页 |
| ·Preliminaries | 第49-52页 |
| ·Some lemmas To prove Theorems, we need some lemmas. Firstly, we have thefollowing trivial lemmas. | 第52-55页 |
| ·Proof of theorems | 第55-62页 |
| 参考文献 | 第62-66页 |
| Accepted papers during the master | 第66-67页 |
| Acknowledgements | 第67页 |
