seminars

2019.11.04 10:33:50

480

Date	2019-11-06
Speaker	이우영
Dept.	서울대
Room	129-301
Time	16:00-17:30

191106.pdf

191106.pdf (26.9KB)(107)

Date	Time	제목	Speaker	Room
2022-12-02	16:00-17:00	Reinforcement Hedging	이기섭	27-325
2022-11-16	16:00-17:00	Representations on the cohomology of moduli spaces	이동건	27-220
2022-12-02	16:00-17:00	Reinforcement Hedging	이기섭	27-325
2022-12-02	16:00-17:00	Nonlocal elliptic equations with Orlicz growth	김효진	27-220
2022-12-06	16:00-17:00	Pointwise convergence of the Bochner-Riesz means for the special Hermite expansion	정은희	27-220
2022-12-22	16:00-17:00	Uncovering Consumer Heterogeneity in Big Data: A Hybrid Marketing Science-Deep Learning Approach	Seung-Wook Kim	27-325
2023-01-11	16:00-17:00	Dimension theory of groups of diffeomorphisms of the circle.	Weikun He	선택
2023-01-18	16:00-17:00	Porous medium equations with measure data	박정태	27-325
2023-02-14	16:00-17:00	Labor Market Uncertainty and Portfolio Choices	장용성	27-325
2023-03-17	16:00-17:00	Well-posedness of some MHD models	배한택	27-220
2023-03-24	16:00-17:00	Regularity results via potential estimates to nonlinear elliptic problems	Anna Zatorska-Goldstein	27-116
2023-03-31	16:00-17:00	Higher rank lattice actions with positive entropy	이호민	27-325
2023-04-14	16:00-17:00	On the emergent behaviors of the inertial Kuramoto model	조항준	27-220
2023-04-14	16:00-17:00	Some results on the blow-up solutions of the fast diffusion equation	Kin Ming Hui	129-104
2023-04-25	16:00-17:00	Regularity criterion for Navier-Stokes equations in the Fourier space	김남권	27-116
2023-05-12	16:00-17:00	Computation of the Kontsevich--Zorich cocycle over the Teichmueller flow	Dami Lee	129-104
2023-06-02	16:00-17:00	A refined Tamagawa number conjecture for modular forms	김찬호	27-325
2023-05-26	16:00-17:00	Enriched inflection points and secant planes for linear series on algebraic curves	한창호	27-116
2023-05-25	16:00-17:00	Global maximal regularity for equations with variable exponents and degenerate weights in nonsmooth domains	Rui Yang	27-325
2023-05-25	16:00-17:00	Entropy, large deviations, and applications	김태형	선택

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연구

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