seminars

2019.12.02 09:14:27

396

Date	Dec 04, 2019
Speaker	이우영
Dept.	서울대
Room	129-301
Time	16:00-18:00

abstract.pdf

abstract.pdf (26.9KB)(98)

List

Date	Time	Subject	Speaker	Room
Nov 06, 2015	13:30-15:30	Quantum Information Theory Basics	지동표	129-301
Nov 06, 2015	10:00-13:00, 15:00-17:00	Introduction to deal.II	Wolfgang Bangerth	선택
Nov 10, 2015	16:00-20:00	Pressure metric on the Teichmüller space of surfaces with boundary II	Binbin Xu	129-101
Nov 13, 2015	13:30-15:30	Quantum Information Theory Basics	지동표	129-301
Nov 13, 2015	10:30-12:00	Limit dynamical systems and C^∗-algebras from self-similar graph actions	이인협	129-301
Nov 13, 2015	15:00-16:00	Spectral methods for solving PDEs with singular defect terms	Jae-Hun Jung	선택
Nov 14, 2015	09:00-11:00	What are the nonlinear matrix equations? $file$	김현민	27-325
Nov 18, 2015	14:00-16:00	Classification of smooth Schubert varieties of the rational homogeneous manifold of type ($F_4$ ,$α_4$ ) $file$	권민혁	129-307
Nov 20, 2015	13:30-15:30	Quantum Information Theory Basics	지동표	129-301
Nov 25, 2015	16:00-17:00	Pseudo-Anosov mapping classes not arising from Penner's construction	신현식	129-104
Nov 27, 2015	13:30-15:30	Quantum Information Theory Basics	지동표	129-301
Nov 27, 2015	10:30-12:00	Fuglede-Kadison determinant and algebraic actions	Nhan-Phu Chung	129-301
Nov 30, 2015	15:00-16:00	Spectral methods for convection-diffusion problems	Jae-Hun Jung	선택
Dec 01, 2015	15:00-16:00	Pseudospectral methods for hyperbolic equations	Jae-Hun Jung	선택
Dec 01, 2015	16:00-20:00	Parametrising representations of fundamental groups	Thilo Kuessner	129-406
Dec 03, 2015	14:00-15:00	Hypercontractivity of heat semigroups on free quantum groups	Uwe Franz	129-301
Dec 03, 2015	14:00-17:00	Recent Progress in Numerical Analysis and Image Processing	Stanley Osher	27-220
Dec 04, 2015	13:30-15:30	Quantum Information Theory Basics	지동표	129-301
Dec 04, 2015	11:00-12:00	The Nullstellensatz and the corona theorem	권현경	129-301
Dec 04, 2015	10:00-11:00	New deformation of convolution algebras and Fourier algebras and its operator algebra characterization	윤상균	129-301

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