| Preface | |
| Guide to the Reader | |
| Prologue | 3 |
| I | Real-Variable Theory | 7 |
| II | More About Maximal Functions | 49 |
| III | Hardy Spaces | 87 |
| IV | H[superscript 1] and BMO | 139 |
| V | Weighted Inequalities | 193 |
| VI | Pseudo-Differential and Singular Integral Operators: Fourier Transform | 228 |
| VII | Pseudo-Differential and Singular Integral Operators: Almost Orthogonality | 269 |
| VIII | Oscillatory Integrals of the First Kind | 329 |
| IX | Oscillatory Integrals of the Second Kind | 375 |
| X | Maximal Operators: Some Examples | 433 |
| XI | Maximal Averages and Oscillatory Integrals | 467 |
| XII | Introduction to the Heisenberg Group | 527 |
| XIII | More About the Heisenberg Group | 587 |
| Bibliography | 645 |
| Author Index | 679 |
| Subject Index | 685 |
