seminars

2022.07.05 09:20:56

1504

Date	2022-07-06
Speaker	한정민
Dept.	University of Jyväskylä , Finland
Room	27-220
Time	10:00-12:00

Date	Time	제목	Speaker	Room
2017-01-05	10:00-12:00	Regularity theory for elliptic equations	Lihe Wang	27-325
2017-02-08	10:00-12:00	Lecture 3. The Virasoro Algebra	Jethro van Ekeren	129-406
2017-07-26	10:00-12:00	Derivation of effective equations for interacting many particle system	Peter Pickl	129-101
2017-07-27	10:00-12:00	Derivation of effective equations for interacting many particle system	Peter Pickl	129-101
2017-11-03	10:00-12:00	Introduce some Gaussian states.	이수용	129-301
2017-09-25	10:00-12:00	Structure of Entropy solutions in one space dimension for convex flux and its applications	Adimurthi	27-116
2017-09-15	10:00-12:00	양자정보/계산/암호 세미나	정갑균	129-301
2017-11-17	10:00-12:00	How to teleport a quantum state to remote place	이승우	129-301
2019-06-21	10:00-12:00	Regularity theory for elliptic and parabolic equations in non-divergence form	Lihe Wang	27-116
2019-06-20	10:00-12:00	Regularity theory for elliptic and parabolic equations in non-divergence form	Lihe Wang	27-116
2018-01-25	10:00-12:00	Regularity of subelliptic equations	Lihe Wang	27-325
2018-04-12	10:00-12:00	Analysis of pseudoholomorphic curves and Hofer's displacement energy	오용근	129-406
2022-07-06	10:00-12:00	Game-theoretic approach for PDEs involving eigenvalues of the Hessian	한정민	27-220
2022-08-23	10:00-12:00	Well-posedness of logarithmic spiral vortex sheets	Wojciech Ozanski	선택
2022-09-06	10:00-12:00	Introduction to derived algebraic geometry 1	박현준	129-406
2022-09-07	10:00-12:00	Introduction to derived algebraic geometry 2	박현준	129-406
2019-06-29	10:00-12:00	BMO estimates for the p(x)-Laplacian	오제한	27-325
2022-12-23	10:00-12:00	On invariant subalgebras of group C* and von Neumann algebras $file$	Mehrdad Kalantar	27-220
2023-01-13	10:00-12:00	Interfaces Between Kinetic Models of Collective Phenomena and Data Science	Mattia Zanella	27-116
2021-05-28	10:00-12:00	Introduction to derived categories	조창연	선택

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연구

Game-theoretic approach for PDEs involving eigenvalues of the Hessian