| 论文摘要 | 第1-7页 |
| ABSTRACT | 第7-8页 |
| CONTENTS | 第8-9页 |
| CHAPTER 1. Introduction | 第9-33页 |
| ·Boundary-value problem for differential-difference equation.Regular and singularperturbed problems | 第10-13页 |
| ·Tikhonov's theorem | 第13-16页 |
| ·Constructing algorithm of asymptotic expansion of the singular perturbed initial-value problem's solution in general case.Vasyl'eva's theorem | 第16-23页 |
| ·Contrast structures | 第23-29页 |
| ·Brief description of the problem and conclusions | 第29-33页 |
| CHAPTER 2. Problem statement and algorithm of asymptotic construction | 第33-44页 |
| ·Problem statement | 第33-34页 |
| ·Algorithm of asymptotic construction | 第34-44页 |
| ·The regular terms of asymptotic (?) | 第34页 |
| ·The regular terms of asymptotic (?) | 第34-35页 |
| ·Inner transition functions (?) | 第35-37页 |
| ·Left boundary functions L_ky(τ_0)and inner transition functions Q_k/~(2(+))/y(τ_2) | 第37-39页 |
| ·Inner transition functions Q_k/~(2(-))y(τ_2) | 第39-40页 |
| ·Inner transition functions Q_k/~(1(-))y(τ_1) and right boundary functions R_ky(r) | 第40-42页 |
| ·Finding of coefficients p_k and q_k | 第42-44页 |
| CHAPTER 3. Existence of solution and asymptotic approximation | 第44-47页 |
| CHAPTER 4. Example | 第47-51页 |
| REFERENCES | 第51-54页 |
| POSTSCRIPT | 第54页 |
