X. Maximal Operators: Some Examples

Chapters in this book

1. Frontmatter i
2. Contents vii
3. Preface xi
4. Guide to the Reader xiii
5. Prologue 1
6. I. Real-Variable Theory 7
7. II. More about Maximal Functions 49
8. III. Hardy Spaces 87
9. IV. H¹ and BMO 139
10. V. Weighted Inequalities 193
11. VI. Pseudo-Differential and Singular Integral Operators: Fourier Transform 228
12. VII. Pseudo-Differential and Singular Integral Operators: Almost Orthogonality 269
13. VIII. Oscillatory Integrals of the First Kind 329
14. IX. Oscillatory Integrals of the Second Kind 375
15. X. Maximal Operators: Some Examples 433
16. XI. Maximal Averages and Oscillatory Integrals 467
17. XII. Introduction to the Heisenberg Group 527
18. XIII. More about the Heisenberg Group 587
19. Bibliography 645
20. Author Index 679
21. Subject Index 685