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Seminars
Date
Time
Subject
Speaker
Room
Sep 06, 2021
16:00-17:30
Local regularity conditions on initial data for local energy solutions of the Navier-Stokes equations
MIURA, Hideyuki
선택
Sep 03, 2021
10:30-12:00
Large deviation principle for heavy tailed random variables III
이창한
선택
Sep 03, 2021
14:00-16:00
Quantum coherence and entanglement of quantum channels
김호준
선택
Sep 02, 2021
14:00-16:00
인공지능의 이해와 오해
도신호
129-301
Aug 31, 2021
10:00-11:00
On the competition between advection and vortex stretching
CHEN, Jiajie
선택
Aug 25, 2021
16:00-18:00
EXISTENCE AND REGULARITY FOR NONLINEAR PARABOLIC DOUBLE OBSTACLE PROBLEMS
유승진
27-116
Aug 24, 2021
17:00-18:15
Affine PBW bases and affine MV polytopes
Dinakar Muthiah
선택
Aug 24, 2021
17:15-18:15
Clinical data registry for AI doctor: A sustainable human-AI-assisted strategy for fracture annotation
전수민
129-406
Aug 24, 2021
14:00-16:00
Basic EMC Seminar for Applications of QST(Quantum Science and Technology)
주창현
선택
Aug 23, 2021
17:00-18:15
Affine PBW bases and affine MV polytopes
Dinakar Muthiah
선택
Aug 20, 2021
14:00-16:00
Quantum nonlocality without entanglement depending on nonzero prior pribilities in optimal unambiguous discrimition
하동훈
선택
Aug 19, 2021
11:00-13:00
EXISTENCE AND REGULARITY FOR NONLINEAR PARABOLIC DOUBLE OBSTACLE PROBLEMS
유승진
27-325
Aug 05, 2021
10:00-11:00
Geometric approaches to the local Langlands correspondence I-IV
홍세린
27-220
Aug 05, 2021
11:20-12:20
Geometric approaches to the local Langlands correspondence I-IV
홍세린
27-220
Aug 03, 2021
10:00-11:00
Geometric approaches to the local Langlands correspondence I-IV
홍세린
27-220
Aug 03, 2021
11:20-12:20
Geometric approaches to the local Langlands correspondence I-IV
홍세린
27-220
Jul 30, 2021
09:00-11:00
On the Cauchy problem for quasilinear dispersive PDEs IV
오성진
선택
Jul 29, 2021
09:00-11:00
On the Cauchy problem for quasilinear dispersive PDEs III
오성진
선택
Jul 27, 2021
09:00-11:00
On the Cauchy problem for quasilinear dispersive PDEs Ⅱ
오성진
선택
Jul 26, 2021
09:00-12:00
On the Cauchy problem for quasilinear dispersive PDEs Ⅰ
오성진
선택
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