https://www.math.snu.ac.kr/board/files/attach/images/698/d7f811aae9dfd8ef6b3d16c547a28844.png
seminars
제목
2023-03-24  16:00-17:00  Regularity results via potential estimates to nonlinear elliptic problems Anna Zatorska-Goldstein  27-116 
2023-04-21  15:30-16:30  Joint normality of representations of numbers 손영환  27-116 
2023-04-25  16:00-17:00  Regularity criterion for Navier-Stokes equations in the Fourier space 김남권  27-116 
2023-04-25  17:00-18:30  A proof of Fuglede’s conjecture for convex domains 이진봉  27-116 
2023-05-12  16:30-19:00  Regular ternary pentagonal forms 김민규  27-116 
2023-05-26  16:00-17:00  Enriched inflection points and secant planes for linear series on algebraic curves 한창호  27-116 
2023-06-20  17:00-18:00  Restriction of the Laplacian and Schrodinger operator Chamsol Park  27-116 
2023-06-27  17:00-18:00  EULER-POISSON SYSTEM AND RELATED PROBLEMS 권봉석  27-116 
2023-07-04  16:00-17:00  The Geometry of the biDisk Virginie Charette  27-116 
2023-07-04  17:00-18:00  Brjuno functions and Hölder continuity Stefano Marmi  27-116 
2023-09-19  17:00-18:00  Degenerate dispersive equations and wavepackets 정인지  27-116 
2015-05-21  10:30-12:00  Milnor fibers and symplectic fillings of quotient surface singularities file 신동수  25-103 
2016-01-14  14:00-15:00  Almost-Kahler Anti-Self-Dual metrics 김인영  25-103 
2015-05-15  10:30-12:00  Milnor fibers and symplectic fillings of quotient surface singularities file 신동수  25-103 
2015-06-04  10:30-12:00  Milnor fibers and symplectic fillings of quotient surface singularities file 신동수  25-103 
2015-06-11  10:30-12:00  Milnor fibers and symplectic fillings of quotient surface singularities file 신동수  25-103 
2015-06-12  10:30-12:00  Milnor fibers and symplectic fillings of quotient surface singularities file 신동수  25-103 
2016-05-20  11:00-12:00  CONGRUENCES OF HARDER TYPE AND AN EXAMPLE IN HILBERT MODULAR FORMS file 이동건  25-103 
2016-05-19  16:00-18:00  AMOEBAS AND COAMOEBAS Mounir Nisse  25-103 
2016-05-20  16:00-18:00  ON COAMOEBAS OF ALGEBRAIC HYPERSURFACES Mounir Nisse  25-103