seminars

2018.12.10 10:22:58

422

Date	2018-12-07
Speaker	전영목
Dept.	아주대학교
Room	129-310
Time	15:00-17:00

TBA

Date	Time	제목	Speaker	Room
2022-07-11	10:30-13:00	Survival kit on plane curve singularities I	Pablo Portilla cuadrado	129-406
2022-07-19	10:30-13:00	A quadratic form associated with pseudo-periodic homeomorphisms arising from singularity theory.	Pablo Portilla cuadrado	129-406
2022-07-12	10:30-13:00	Survival kit on plane curve singularities II	Pablo Portilla Cuadrado	129-406
2022-07-21	10:00-11:00	Finding ALL solutions	이경용	129-406
2022-08-02	16:00-17:00	Harmonic map and its applications to minimal surface	박웅배	129-406
2022-07-18	10:30-13:00	Characterizing the geometric monodromy group of an isolated plane curve singularity	Pablo Portilla cuadrado	129-406
2022-08-01	10:00-18:00	<QSMS-BK21 Toric Geometry Seminar> Dehn Twist Along an Exact Lagrangian Sphere	김도형	129-406
2022-08-16	14:00-17:00	Spectral theory of Hankel and Toeplitz operators	황인성	129-406
2022-08-17	14:00-17:00	Spectral theory of Hankel and Toeplitz operators	황인성	129-406
2022-08-08	10:30-18:00	Pseudoholomorphic Sections $new$	김용환	129-406
2022-08-18	14:00-17:00	Spectral theory of Hankel and Toeplitz operators	황인성	129-406
2014-03-17	10:30-12:00	Probabilistic Topic Models: Models and Applications	김성현	129-310
2014-03-24	10:30-12:00	Tutorial for Topological Data Analysis Talks	Cho, Eungchun	129-310
2014-05-01	14:00-15:00	Rational torsion points of $J_0(pq)$	유화종	129-310
2014-05-21	16:00-17:00	Classification of Calabi-Yau threefolds of type K	Kenji Hashimoto	129-310
2014-10-24	16:00-17:00	Stochastic integration for adapted and instantly independent stochastic processes	Hui-Hsiung Kuo	129-310
2014-07-24	16:00-18:00	Arithmetically Cohen - Macaulay vector bundles on hypersurfaces in P4	Carlo Madonna	129-310
2015-04-17	11:00-12:00	Almost sure local wellposedness of energy critical fractional Schr	황경하	129-310
2016-02-12	15:00-16:00	The index of an Eisenstein ideal	유화종	129-310
2016-06-08	17:00-18:00	Tropical Grassmannian and Dressian	신재호	129-310

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연구

Discrete radial absorbing boundary condition for wave equations