Do, Quang Yen

Yen Q. Do, UCLA Department of Mathematics
Office:	MS 6142
Email:	qdo @ math dot ucla dot edu
I am a graduate student under Christoph Thiele. My research area is in real and harmonic analysis, with connections to scattering theory. At the moment I am working on some problems related to the scattering transform.
Preprints: A nonlinear stationary phase method for oscillatory Riemann-Hilbert problems arXiv:0910.2533. Revised version (Nov 24, 09), typos corrected, minor changes to improve readability, submitted.
Expository writings: These are some notes from my talks at UCLA and elsewhere, subject to typos: Guth's topological proof of the endpoint Bennett-Carbery-Tao multilinear Kakeya conjecture (2009 UCLA/AMS Summer School on Harmonic Analysis), summary, slides part 1 , slides part 2. A quantitative idempotent theorem of Green and Sanders (2008 UCLA Summer School on Additive Combinatorics), summary, slides. Bolibruch's proof of the Birkhoff-Grothendieck theorem with parameters, summary. Deift and Zhou's steepest descent method for the defocusing NLS, summary.
Teaching: I am not teaching any class this Fall 09.
Links: UCLA Analysis Group