Mini Workshop of
Dynamics of localized patterns for
reaction-diffusion systems and related topics

Date: 9th Aug. 10:00 – 16:00
Venue: Science Building 3, 3F room 309

10:00 – 10:40
Chueh-Hsin Chang, Tunghai University (Taiwan)
The stability of traveling wave solutions for
a diffusive competition system of three species

10:40 – 11:20
Mamoru Okamoto, Hokkaido University, 岡本 守, 北海道大学
Non-trivial traveling wave solution of a
particle-reaction-diffusion equation

11:30 – 12:10
Bo-Chih Huang, National Chung Cheng University (Taiwan)
The traveling pulse of Keller-Segel system with nonlinear chemical
gradients and small diffusions

13:40 – 14:00
Hiroshi Ishii, Hokkaido University, 石井 宙志, 北海道大学
Existence of traveling waves to a nonlocal scalar equation with
sign-changing kernel
14:00 – 14:20
Tsubasa Sukekawa, Hokkaido University, 祐川 翼, 北海道大学
Stable standing pulse solutions for linear mass conserved reaction
diffusion system

14:20 – 15:00
Chih-Chiang Huang, National Taiwan University (Taiwan)
Traveling waves for the FitzHugh-Naumo system in a cylinder

15:10 – 15:50
Kota Ohno, Hokkaido University 大野 航太, 北海道大学
Global feedback to coupled oscillator and reaction-diffusion system with
the Belousov-Zhabotinsky reaction