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seminars
제목
2024-05-17  16:00-18:00  On the adjoint Selmer groups of semi-stable elliptic curves and Flach's zeta elements Chan-Ho Kim  27-325 
2024-05-16  11:00-12:00  Hyperbolic Fourier series and the Klein-Gordon equation Hakan Hedenmalm  129-104 
2024-05-14  14:00-18:00  Computing Fukaya categories: Techniques and Examples 이상진  27-220 
2024-05-14  17:00-18:30  Even universal sums of triangular numbers 주장원  27-325 
2024-05-14  14:00-16:00  Local smoothing for the Hermite wave equation 유재현  27-116 
2024-05-10  14:00-15:30  Tate Homology and Equivariant Rabinowitz Floer Homology Kevin Ruck  129-104 
2024-05-09  15:30-18:00  Surface group representations - it's not all about Teichmüller! Arnaud Maret  27-220 
2024-05-09  16:00-16:30  Multiscale method in cluster expansion 박지운  129-101 
2024-05-09  16:40-17:10  Metastablility of stochastic interacting systems in low temperature 김선우  129-101 
2024-05-07  15:30-18:00  Surface group representations - it's not all about Teichmüller! Arnaud Maret  27-220 
2024-05-07  15:30-17:30  Introduction to triangulated persistence categories 김종명  129-301 
2024-05-03  09:30-11:00  An elementary introduction to Tate homology Kevin Ruck  129-406 
2024-04-26  16:00-18:00  Modular forms, and representation numbers of Bell-type quadratic forms 권영욱  27-325 
2024-04-24  11:30-12:30  C*-extreme points of entanglement breaking maps B V Rajarama Bhat  129-301 
2024-04-24  16:00-17:00  Well-posedness of mildly dissipative perturbations of a family of active scalar equations Vincent Martinez  27-317 
2024-04-23  17:00-19:00  A quasimode approach to spectral multipliers Melissa Tacy  27-116 
2024-04-16  16:40-17:10  Introduction to model theoretic Classification Theory 이효윤  129-101 
2024-04-16  16:00-16:30  Defining smallness and independence in arbitrary mathematical structures from a model-theoretic perspective. 김준희  129-101 
2024-04-16  16:00-18:00  A weighted decoupling inequality and its application to the maximal Bochner-Riesz problem 이주영  27-116 
2024-04-05  10:00-12:00  First Example of a Maximal Amenable Subalgebra in Quantum Group Context Xumin Wang  129-309 
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Department of Mathematical Sciences, Seoul National University GwanAkRo 1, Gwanak-Gu, Seoul 151-747, Korea
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