| 摘要 | 第1-5页 |
| Abstract | 第5-7页 |
| 1 Preface | 第7-15页 |
| ·Neutral stochastic functional diferential equations, abstract space and the Z-algorithm | 第7-11页 |
| ·Neutral stochastic functional diferential equations | 第7-8页 |
| ·Abstract space and non-Lipschitz condition | 第8-10页 |
| ·The Z-algorithm | 第10-11页 |
| ·Preliminary | 第11-15页 |
| ·Notations and definitions | 第11-12页 |
| ·Some basic lemmas | 第12-15页 |
| 2 Existence and uniqueness of the solution to neutral stochastic functional diferential equations with infinite delay in an abstract space | 第15-24页 |
| ·The non-Lipschitz condition and weakened linear growth condition | 第15-16页 |
| ·The main result and its proof | 第16-24页 |
| 3 An analytic approximation to the solution of neutral stochastic func-tional diferential equations with infinite delay | 第24-36页 |
| ·Introduction and main results | 第24-26页 |
| ·The proof of Theorem 3.1.1 | 第26-34页 |
| ·comments and examples | 第34-36页 |
| 4 An analytic approximation to the solution of neutral stochastic func-tional diferential equations with infinite delay in an abstract space | 第36-46页 |
| ·Introduction | 第36-37页 |
| ·The main result and its proof | 第37-46页 |
| Bibliography | 第46-48页 |
| Academic Achievements | 第48-49页 |
| Acknowledgement | 第49页 |
