Contents

Chapters in this book

1. Frontmatter I
2. Contents IX
3. Preface XIII
4. Introduction 1
5. 1. Basic definitions 5
6. 2. Inequalities 31
7. 3. Law of large numbers 73
8. 4. Weak convergence 95
9. 5. Functional limit theorems 165
10. 6. Approximation estimates 201
11. 7. Asymptotic expansions 295
12. 8. Large deviations 327
13. 9. Law of iterated logarithm 349
14. 10. Dependent variables 365
15. Bibliographical supplements and comments 377
16. Bibliography 385
17. Index 419