Other topics treated here include microlocal analysis, star products and deformation quantization as well as problems in several complex variables, index theory and geometric quantization. This book will appeal to both experts in the field and students who are new to this subject.
About the Author
degree in Mathematics at Harvard in 1962, and has been a member of the MIT
Mathematics Department since 1967. His area of expertise is symplectic geometry, semi-classical analysis and linear partial differential equations.
Johannes Sjöstrand was born in Gothenburg, Sweden in 1947, obtained his PhD degree in Mathematics at the University in Lund in 1972, he has spent most of his professional career in France (Paris, Nice, Orsay, Palaiseau and more recently at the Universite de Bourgogne in Dijon). He works in partial differential equations and spectral theory with tools from microlocal and occasionally complex analysis.
Table of ContentsIntroduction.- Biography.- Commentary by B. Malgrange.- Elliptic boundary problems.- Analytic pseudodifferential operators.- Operators with double characteristics.-
6Bergman and Szegö kernels, CR analysis.- Toeplitz operators.- Star products and deformation quantization.- Miscellaneous.- Acknowledgements.- Addresses of contributors.