seminars

2019.11.04 10:33:50

473

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

191106.pdf

191106.pdf (26.9KB)(97)

Date	Time	제목	Speaker	Room
2019-09-25	16:00-18:00	Twisted crossed product algebras arose from physical systems	이기현	129-301
2021-05-26	16:00-17:30	Approximation numbers, entropy numbers and their applications to noncommutative tori	이기현	선택
2021-04-20	16:40-17:10	Data-driven chance-constrained optimization under Wasserstein ambiguity	이다빈	129-101
2016-11-15	17:00-18:30	Non-finite generatedness of some linear groups	이돈성	129-406
2014-11-28	11:00-12:00	Koszul-Tate resolution for Batalin-Vikovisky algebras	이동건	27-317
2016-05-20	11:00-12:00	CONGRUENCES OF HARDER TYPE AND AN EXAMPLE IN HILBERT MODULAR FORMS $file$	이동건	25-103
2022-11-16	16:00-17:00	Representations on the cohomology of moduli spaces	이동건	27-220
2021-09-07	16:40-17:10	KNOT CONCORDANCE AND H-COBORDISM	이동수	129-101
2022-04-18	10:00-17:00	An Example of Moduli Space of Special Lagrangians	이동호	129-309
2016-06-09	14:00-15:00	Weighted estimates in Orlicz spaces for fully nonlinear elliptic equations	이미경	129-307
2018-11-23	17:00-18:00	Hölder continuity of weak type minimizers for functionals with generalized Orlicz growth	이미경	27-325
2019-10-25	16:00-18:00	Hessian estimates for fully nonlinear equations via the large-M-inequality principle	이미경	129-104
2019-07-05	14:00-15:30	Effective equidistribution of rational points on expanding horospheres	이민	27-116
2014-05-30	09:00-12:00	Well-posedness in anisotropic conductivity reconstruction	이민기	129-104
2015-03-31	16:00-18:00	Group actions and Frobenius manifolds	이병호	27-220
2015-04-01	16:00-18:00	Group actions and Frobenius manifolds	이병호	129-301
2015-04-02	16:00-18:00	Group actions and Frobenius manifolds	이병호	129-301
2021-09-08	16:00-18:00	Revision of "The Invariant Subspace Problem(arXiv:2002.11533 v7 ［math.GM］ 5 Aug 2o21)"	이사계	129-406
2021-06-17	16:00-17:00	Pairs Trading of two Assets with uncertainty in co-integration's level of mean reversion	이상민	27-325
2017-01-31	10:30-12:30	Hodge theory	이상욱	129-301

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연구

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