Chapters 8–9. Theory of Measure and integration in R_n

Chapters in this book

1. Frontmatter i
2. Preface vii
3. Table of Contents xi
4. First Part. Mathematical Introduction
5. Chapters 1–3. Sets of Points 3
6. Chapters 4–7. Theory of Measure and Integration in R₁. 19
7. Chapters 8–9. Theory of Measure and integration in R_n 76
8. Chapters 10–12. Various Questions 89
9. Second Part. Random Variables and Probability Distributions
10. Chapters 13–14. Foundations 137
11. Chapters 15–20. Variables and distributions in R₁ 166
12. Third Part. Statistical Interference
13. Chapters 25–26. Generalities 323
14. Chapters 27–29. Sampling Distributions 341
15. Chapters 30–31. Test of Significance, I. 416
16. Chapters 32–34. Theory of Estimation 473
17. Chapters 35–37. Test of Significance, II. 525
18. Tables 1–2. The Normal Distribution 557
19. Table 3. The χ² -Distribution 559
20. Table 4. The t-Distribution 560
21. List of References 561
22. Index 571