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Seminars
Date
Time
Subject
Speaker
Room
Jul 12, 2022
10:30-13:00
Survival kit on plane curve singularities II
Pablo Portilla Cuadrado
129-406
Jul 18, 2022
10:30-13:00
Characterizing the geometric monodromy group of an isolated plane curve singularity
Pablo Portilla cuadrado
129-406
Sep 18, 2015
16:00-18:00
Prosimity in Banach Spaces: Conjectures and Recent Results
P. L. Combettes
27-220
Jun 22, 2022
13:00-14:30
A quick review of (co-)homology theory
Otto van Koert
129-406
Aug 12, 2024
14:00-15:00
Exact Lagrangian tori in symplectic Milnor fibers constructed with fillings
Orsola Capovilla-Searle
129-406
Jun 24, 2019
11:00-12:00
Normal numbers with constraints
Olivier Carton
129-301
Apr 18, 2017
16:30-18:00
Normality and finite state machines
Olivier Carton
27-220
Jun 15, 2023
16:00-17:00
Discrepancy and nested perfect necklaces
Olivier Carton
129-406
Jul 24, 2015
15:30-17:30
Spectral Analysis of Graphs using Quantum Probability
Nobuaki Obata
129-104
Jul 27, 2015
10:00-12:00
Spectral Analysis of Graphs using Quantum Probability
Nobuaki Obata
129-104
Jul 28, 2015
10:00-12:00
Spectral Analysis of Graphs using Quantum Probability
Nobuaki Obata
129-104
Jul 03, 2018
15:00-17:00
The topological Fukaya category and mirror symmetry for 3d toric LG models
Nicolo Sibilla
129-406
Jul 04, 2018
15:00-17:00
Log schemes, root stacks and parabolic bundles
Nicolo Sibilla
129-406
Sep 12, 2014
10:30-12:00
Amenability properties of central Fourier algebras of compact groups
Nico Spronk
129-301
Nov 02, 2022
16:00-18:00
A survey of amenability: from operator algebras to algebras of harmonic analysis
Nico Spronk
129-406
Nov 27, 2015
10:30-12:00
Fuglede-Kadison determinant and algebraic actions
Nhan-Phu Chung
129-301
May 10, 2017
16:00-18:00
Rigidity of group actions
Nhan-Phu Chung
129-301
Dec 14, 2016
16:00-17:00
SOBOLEV CAPACITIES IN NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS
Nguyen Cong Phuc
27-325
Mar 17, 2015
16:00-17:00
Some applications of the Funk-Hecke theorem to smoothing
Neal Bez
129-406
Apr 29, 2016
16:00-18:00
Strichartz estimates for kinetic and Schrödinger equations
Neal Bez
129-406
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Department of Mathematical Sciences, Seoul National University GwanAkRo 1, Gwanak-Gu, Seoul 151-747, Korea
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