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seminars
제목
2018-05-21  16:00-17:30  Generalized Donaldson-Thomas Invariants via Kirwan Blowups Michail Savvas  129-406 
2018-06-08  16:00-17:30  Dirichlet forms and heat kernels on generalized diamond fractals Patricia Alonso-Ruiz  129-104 
2018-07-02  16:00-17:30  Annulus SLE partition functions and martingale-observables 강남규  27-325 
2018-10-02  16:00-17:30  RIESZ TRANSFORM FOR THE GRUSHIN OPERATOR 홍석창  27-116 
2018-10-10  16:00-17:30  Spectra of weighted Fourier algebras on Lie groups I 이훈희  129-301 
2018-10-30  16:00-17:30  The mapping class groups of Heegaard splittings Sangbum Cho  129-406 
2018-11-07  16:00-17:30  The kernel of Hankel operators 황인성  129-301 
2018-11-14  16:00-17:30  Aluthge transforms for a commuting n-tuple of operators and common invariant subspaces 김재웅  129-301 
2019-03-13  16:00-17:30  Entangled edge states of corank one with positive partial transposes 김영훈  129-301 
2019-04-03  16:00-17:30  Regularity properties in Elliott's classification program 정자아  129-301 
2019-04-24  16:00-17:30  Halmos two projections theorem and some of its applications Qingxiang Xu  129-301 
2019-04-23  16:00-17:30  Exceptional collections and toric degenerations of del Pezzo surfaces 조용화  129-301 
2019-05-01  16:00-17:30  Order unit norms arising from separable multi-qubit X-states 한경훈  129-301 
2019-09-04  16:00-17:30  Exotic C*-algebras of geometric groups Matthew Wiersma  129-301 
2019-11-13  16:00-17:30  Centrally free actions of amenable C*-tensor categories on von Neumann algebras Reiji Tomatsu  129-301 
2019-10-30  16:00-17:30  ntroduction to Thompson's groups 허재성  129-301 
2019-12-30  16:00-17:30  From Quantum Field Theory To Geometric Representation Theory 유필상  129-406 
2021-05-26  16:00-17:30  Approximation numbers, entropy numbers and their applications to noncommutative tori 이기현  선택 
2021-09-06  16:00-17:30  Local regularity conditions on initial data for local energy solutions of the Navier-Stokes equations MIURA, Hideyuki  선택 
2021-10-06  16:00-17:30  창작을 위한 인공지능 오디오(Intelligent Audio for Creativity) 이교구  129-104