http://www.math.snu.ac.kr/board/files/attach/images/698/d7f811aae9dfd8ef6b3d16c547a28844.png
seminars
Subject
Mar 04, 2015  16:00-17:00  Cluster algebras and mirror symmetry 이경용  129-301 
Mar 17, 2015  16:00-18:00  Weak KAM theory on the Wasserstein torus Wilfrid Gangbo  129-301 
Mar 19, 2015  16:00-18:00  Weak KAM theory on the Wasserstein torus Wilfrid Gangbo  129-301 
Mar 13, 2015  10:30-12:00  Weighted Fourier algebra on compact Lie groups and the dimensional information 이훈희  129-301 
Mar 20, 2015  10:30-12:00  Positivity of multi-linear maps and applications to quantum information theory 계승혁  129-301 
Mar 24, 2015  16:00-17:00  Analysis of pseudoholomorphic curves II 오용근  129-301 
Mar 27, 2015  13:00-15:00  Analysis of pseudoholomorphic curves III, IV 오용근  129-301 
Apr 01, 2015  16:00-18:00  Group actions and Frobenius manifolds 이병호  129-301 
Apr 02, 2015  16:00-18:00  Group actions and Frobenius manifolds 이병호  129-301 
Mar 27, 2015  10:30-12:00  Projection lifting from the corona algebra using UCT(Universal Coefficients Theorem) 이현호  129-301 
Apr 03, 2015  16:30-17:30  Existence of strong solutions to shear thickening incompressible fluids 배형옥  129-301 
Apr 03, 2015  10:30-12:00  Various notions of positivity for bi-linear maps and applications to tri-partite entanglement 한경훈  129-301 
Mar 31, 2015  16:00-17:00  A perturbation argument arising in optimal transportation Maria del Mar Gonzalez Nogueras  129-301 
Apr 08, 2015  16:30-17:30  Cuspidal curves on Rational Homology Planes Sagar Kolte  129-301 
Apr 10, 2015  15:00-16:00  Geometry of Homotopy Probability Theory 박재석  129-301 
Apr 10, 2015  16:00-17:00  Quantisation of toric Calabi-Yau Hypersurface. 박재석  129-301 
Apr 17, 2015  10:30-12:00  The product of truncated Hankel operators 김형준  129-301 
Apr 14, 2015  16:00-17:00  Mirror Symmetry for Orbifold Projective Lines Ⅰ Atsushi Takahashi  129-301 
Apr 15, 2015  16:00-17:00  Mirror Symmetry for Orbifold Projective Lines II Atsushi Takahashi  129-301 
Apr 15, 2015  17:00-18:00  On the Frobenius structure constructed from the Gromov-Witten theory for an orbifold projective line with many orbifold points Yuuki Shiraishi  129-301