http://conference.math.snu.ac.kr/files/attach/images/1078/4a851c91a80cd731d2cd26d6e0f770f7.png
IRTG Workshop 2018

_DSC4580.JPG

 

P1010029.JPG

 

 

 

Sixth Bielefeld-SNU Joint Workshop in Mathematics

March 15 to 17, 2018

Seoul National University

 

Organizers


  • Moritz Kaßmann (Bielefeld University)
  • Panki Kim (Seoul National University)

Topics of Worksop


 

  • A. Analysis of differential and integro-differential equations 
    Nonlinear dispersive equations, singular integrals, nonlocal generators of jump processes

  • B. Dynamics of interacting systems 
    Dynamical systems on configuration spaces, fractional Fokker-Planck equations, nonlocal evolution equations, stochastic Kuramoto model, synchronization, metastability

  • C. Random matrices and Mathematical Physics 
    Universal limit laws for real and complex eigenvalues, asymptotic analysis using free probability and orthogonal polynomials

  • D. Heat semigroups and Dirichlet forms on manifolds and metric spaces 
    Stochastic differential equations and Sobolev regularity on infinite-dimensional and fractal state spaces, singular drifts, propagation speed on manifolds and metric spaces, heat kernel estimates for operators with singular coefficients and magnetic energy forms
     

Invited Participants


 

 

Schedule


 

 

 

Time

Thursday (15th)

Friday (16th)

Saturday (17th)

9:25-9:40

Opening

 

 

9:40-10:20

Takashi Kumagai

Michael Röckner 

Hideo Takaoka 

10:20-10:40

Break

Break

Break

10:40-11:20

Insuk Seo

Jun Masamune 

Sebastian Herr 

11:20-11:40

Break

Break

Break

11:40-12:20

Vanja Wagner

Michael Hinz

Barbara Gentz 

12:20-2:00

Lunch

Lunch

Lunch

2:00-2:40

Kyung-Youn Kim

Ji Oon Lee

Mario Kieburg

2:40-3:00

Break

Break

Break

3:00-3:40

Oleksandr Kutovyi

Gernot Akemann

Soonsik Kwon

3:40-4:00

Break

Break

Break

4:00-4:40

Zhen-Qing Chen (colloquium talk, 4:00-5:00)

Friedrich Götze

Moritz Kaßmann

 

 

 

Poster


   

180315_ IRTG.pdf

 

 

 

 


 

Program (titles and abstacts)

2018program.pdf