Teacher: Gunther Uhlmann
Scope: 1+1cr. 1 for attending lectures + 1 for solving exercise problems
Microlocal analysis, which is roughly speaking local analysis in
phase space, has its roots in the classical methods of geometrical optics.
In this minicourse we will introduce several basic concepts like wave
front set, pseudodifferential operators and Fourier integral operators and
apply them to study several inverse problems arising in different
applications like X-ray tomography, seismic imaging, photoacoustic and
thermoacoustic tomography, and electrical impedance tomography, also
called Calderòn's problem.
Basics of Fourier and Functional analysis. Basics of Sobolev spaces.
- Solutions uploaded!
Thursday 18.8., Friday 19.8., Monday 22.8. and Tuesday 23.8. from 13-15 in room D123.
Lecture notes by Jere Lehtonen
Melrose & Uhlmann: An Introduction to Microlocal Analysis
Send E-mail to Teemu Saksala (teemu.saksala(a)helsinki.fi).
Course feedback can be given at any point during the course. Click here.