seminars

2017.04.14 15:09:03

1002

Date	2017-04-19
Speaker	Ailsa Keating
Dept.	Columbia University
Room	129-406
Time	14:00-15:30

$Ailsa keating.png$

Ailsa keating.png (20.9KB)(184)

Date	Time	제목	Speaker	Room
2016-06-21	15:00-18:00	Linear recurrence relations in Q-systems	Chul-hee Lee	129-406
2016-07-19	17:00-18:00	VARIATIONAL ANALYSIS OF SOME NONLOCAL SYSTEMS	TADELE MENGESHA	129-406
2016-07-25	14:00-15:00	Uncertainty quantification for kinetic equations	Shi Jin	129-406
2016-07-19	16:00-17:00	Global a priori estimates below the natural exponent for quasilinear equations in non-smooth domains $file$	Karthik Adimurthi	129-406
2016-07-27	16:00-18:00	Group actions on low dimensions II	Thomas Koberda	129-406
2021-03-24	16:00-18:00	Type semigroups of ample groupoids, and a purely-infinite/stably-finite dichotomy	Aidan Sims	129-406
2021-03-31	16:00-18:00	Concavity of certain trace functionals and applications to data processing inequalities	Haonan Zhang	129-406
2016-09-27	17:00-18:30	Mapping class groups which are linear	서동균	129-406
2016-10-04	17:00-18:30	Based loop space and Floer homology	배한울	129-406
2016-10-11	17:00-18:30	Kirby calculus and applications	최동헌	129-406
2016-10-18	17:00-18:30	Symbolic dynamics on hyperbolic graph	홍순기	129-406
2016-10-25	17:00-18:30	Topology of shellable complexes	이강주	129-406
2016-11-01	17:00-18:30	Twisted alexander polynomial	윤석범	129-406
2016-11-08	17:00-18:30	A family of J-holomorphic spheres in (CP2 #(-CP2)^8) × CP1	김현문	129-406
2016-11-15	11:00-13:00	Introduction to moduli space of flat connections over a Riemann surface 1	Nankuo Ho	129-406
2016-11-17	11:00-13:00	Introduction to moduli space of flat connections over a Riemann surface 2	Nankuo Ho	129-406
2016-11-15	17:00-18:30	Non-finite generatedness of some linear groups	이돈성	129-406
2016-11-22	17:00-18:30	SL_2(R) action on Hyperbolic plane	한지영	129-406
2016-11-29	17:00-18:30	CAT(0) cube complex의 소개	서동균	129-406
2016-12-06	16:00-17:00	Quantitative Oppenheim conjecture	임선희	129-406

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연구

Some symplectic properties of hypersurface cusp singularities. Lec 3