seminars

2019.11.04 10:33:50

1139

Date	Nov 06, 2019
Speaker	이우영
Dept.	서울대
Room	129-301
Time	16:00-17:30

191106.pdf

191106.pdf (26.9KB)(149)

List

Date	Time	Subject	Speaker	Room
Nov 21, 2019	16:00-17:30	Bayesian inverse homogenization	Viet Ha Hoang	129-310
Nov 27, 2019	16:00-17:30	UCT for discrete quantum groups	Yuki Arano	129-301
May 21, 2018	16:00-17:30	Generalized Donaldson-Thomas Invariants via Kirwan Blowups	Michail Savvas	129-406
Jun 08, 2018	16:00-17:30	Dirichlet forms and heat kernels on generalized diamond fractals	Patricia Alonso-Ruiz	129-104
Jul 02, 2018	16:00-17:30	Annulus SLE partition functions and martingale-observables	강남규	27-325
Oct 02, 2018	16:00-17:30	RIESZ TRANSFORM FOR THE GRUSHIN OPERATOR	홍석창	27-116
Oct 10, 2018	16:00-17:30	Spectra of weighted Fourier algebras on Lie groups I	이훈희	129-301
Oct 30, 2018	16:00-17:30	The mapping class groups of Heegaard splittings	Sangbum Cho	129-406
Nov 07, 2018	16:00-17:30	The kernel of Hankel operators	황인성	129-301
Nov 14, 2018	16:00-17:30	Aluthge transforms for a commuting n-tuple of operators and common invariant subspaces	김재웅	129-301
Mar 13, 2019	16:00-17:30	Entangled edge states of corank one with positive partial transposes	김영훈	129-301
Apr 03, 2019	16:00-17:30	Regularity properties in Elliott's classification program	정자아	129-301
Apr 24, 2019	16:00-17:30	Halmos two projections theorem and some of its applications	Qingxiang Xu	129-301
Apr 23, 2019	16:00-17:30	Exceptional collections and toric degenerations of del Pezzo surfaces	조용화	129-301
May 01, 2019	16:00-17:30	Order unit norms arising from separable multi-qubit X-states	한경훈	129-301
Sep 04, 2019	16:00-17:30	Exotic C*-algebras of geometric groups	Matthew Wiersma	129-301
Nov 13, 2019	16:00-17:30	Centrally free actions of amenable C*-tensor categories on von Neumann algebras	Reiji Tomatsu	129-301
Oct 30, 2019	16:00-17:30	ntroduction to Thompson's groups	허재성	129-301
Jul 01, 2024	16:00-17:30	Cusp formation of singular vortex patch	Min Jun Jo	27-325
Dec 30, 2019	16:00-17:30	From Quantum Field Theory To Geometric Representation Theory	유필상	129-406

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The Beurling-Lax-Halmos Theorem for infinite multiplicity (I)