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Chapter 1. Tempered distributions and the Fourier transform
Chapter 2. Pseudodifferential operators on Euclidean space
Chapter 3. Isotropic and scattering calculi
Chapter 4. Microlocalization
Chapter 5. Pseudodifferential operators on manifolds
Chapter 6. Elliptic boundary problems
Chapter 7. Scattering calculus
Chapter 8. The wave kernel
Chapter 9. K-theory
Chapter 10. Hochschild homology
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Introduction To Microlocal Analysis
Richard Melrose
Richard Melrose
Table of Contents
Chapter 2. Pseudodifferential operators on Euclidean space
Chapter 3. Isotropic and scattering calculi
Chapter 4. Microlocalization
Chapter 5. Pseudodifferential operators on manifolds
Chapter 6. Elliptic boundary problems
Chapter 7. Scattering calculus
Chapter 8. The wave kernel
Chapter 9. K-theory
Chapter 10. Hochschild homology
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