Author(s): H. R. Dowson
Publisher: Academic Press
Year: 1978
Title page
Preface
Note to the reader
Some terminology, notations and conventions used throughout the book
PART ONE: GENERAL SPECTRAL THEORY
Chapter 1. General spectral theory
Notes and comments on Part One
PART TWO: RIESZ OPERATORS
Chapter 2. Compact operators
Chapter 3. Riesz operators
Notes and comments on Part Two
PART THREE: HERMITIAN OPERATORS
Chapter 4. Hermitian operators
Notes and comments on Part Three
PART FOUR: PRESPECTRAL OPERATORS
Chapter 5. Prespectral operators
Chapter 6. Spectral operators
Chapter 7. Normal operators
Chapter 8. Spectral operators on Hilbert space
Chapter 9. McCarthy's example
Chapter 10. Logarithms of prespectral operators
Chapter 11. Further properties of prespectral operators
Chapter 12. Restrictions of spectral operators
Chapter 13. Property (P) for normal operators
Chapter 14. Restrictions of prespectral operators
Notes and comments on Part Four
PART FIVE: WELL-BOUNDED OPERATORS
Chapter 15. General theory of well-bounded operators
Chapter 16. Some special classes of well-bounded operators
Chapter 17. The structure of well-bounded operators of type (B)
Chapter 18. Well-bounded operators on Hilbert space
Chapter 19. Relationships between well-bounded and prespectraI operators
Chapter 20. Logarithms of L^p translations
Notes and comments on Part Five
Bibliography and author index
Subject index
Index of symbols
