Fourier Integral Operators Learning Seminar

Summer 2021

Meeting time TBD

Papers: Fourier Integral Operators I by Lars Hörmander, and Fourier Integral Operators II by J. J. Duistermaat and Lars Hörmander

Date Speaker Topic (click for notes) Sections
5/12/2021 Yonah Borns-Weil Symbols and Oscillatory Integrals 1.1, 1.2
5/19/2021 Izak Oltman Singular Symbols and Fourier Integral Operators 1.3, 1.4
5/26/2021 Mitchell Taylor Pseudodifferential Operators 2.1-2.3
6/2/2021 Aidan Backus FIO's with Linear Phase Function 2.4, start of 2.5
6/9/2021 Ely Sandine Wavefront Sets Rest of 2.5
6/16/2021 Ben Pineau Equivalence of Phase Functions 3.1
6/23/2021 Yonah Borns-Weil Invariance under Change of Phase 3.2
7/7/2021 Zhongkai Tao The Maslov Line Bundle 3.3
7/14/2021 James Rowan Operators Associated with Canonical Relations 4.1
7/21/2021 Izak Oltman Calculus of FIO's 4.2, 4.3
7/28/2021 Aidan Backus More Properties of FIO's 5.1-5.4
8/4/2021 Zhongkai Tao Propagation of Singularites 6.1, 6.2
8/18/2021 Yonah Borns-Weil Existence of Solutions to Pu=f 6.3, 6.4