Workshop on
Probability Theory and its applications

Time

December 27, 2019


Venue

Auditorium, Institute of Mathematics, Academia Sinica

Organizer

Kyung-Youn Kim
(Academia Sinica)

Contact

Jill Lin 林思潔
rynnj@math.sinica.ed.tw

This workshop aims to discuss new researches and academic exchanges on probability theory between South Korea and Taiwan. The main topics of the conference will be
• Stochastic analysis and its applications
• Markov processes
• Dirichlet forms
• stochastic partial differential equation
• Random Walk

40-min talk

Yuki Chino (National Center for Theoretical Sciences)

Random Walk in Cooling Random Environment

Chien-Hao Huang (National Taiwan University)

Ildoo Kim (Korea University)

Stochastic singular integral operators and partial differential equations

Kyung-Youn Kim (Academia Sinica)

Heat kernel bounds for nonlocal operators with singular kernels

Panki Kim (Seoul National University)

Dirichletheat kernel estimates of symmetric stable processes on horn-shaped regions

Li-Hsien Sun (National Central University)

20-min talk

Soobin Cho (Seoul National University)

Estimates on transition densities of subordinators with polynomial decaying L𝒆́vymeasure

Beom-seok Han (Korea University)

Some properties of the solution tostochastic partial differential equation with multiplicative space-time white noise

Jaehun Lee (Seoul National University)

Law of iterated logarithm for symmetric pure-jump processes

Daehan Park (Korea University)

A Sobolev space theory for time-fractional stochastic PDE driven by Levy processes

Registration


updated: 29-November-2019

Chii-Ruey Hwang (Academia Sinica)

Junhee Ryu (Korea University)

Choi, Jaehwan (Korea University)

Shang-Yuan Shiu (NCU)

Tien Chung Hu (NTHU)

Hee-Sun Choi (Kyung-Hee University)

W3layouts