The 31st Kyushu Symposium on Partial Differential Equations
Organizers: Shuichi Kawashima (Kyushu University) Naoki Yamada (Fukuoka University) Shin-Ichiro Ei (Kyushu University) Yoshie Sugiyama (Kyushu University) Yoshiyuki Kagei (Kyushu University) Date: January 27 – January 29, 2014
Venue: Fukuoka University Hospital Medical Hall
Program
January 27 (Monday)
14：00 – 14：50 Yoshihiro Shibata (Waseda University)
R-bounded solution operator and its application in the mathe- matical study of compressible viscous fluid flow
15：00 – 15：50 Shu Wang (Beijing University of Technology)
Asymptotic limits of compressible Euler-Maxwell equations for electromagnetics
16：10 – 17：00 Heinrich Freist¨uhler (University of Konstanz)
Stability of shock waves and phase boundaries in compressible fluids
January 28 (Tuesday)
10：00 – 10：50 Goro Akagi (Kobe University)
Symmetry and stability of asymptotic profiles for fast diffusion 11：00 – 11：50 Mishio Kawashita (Hiroshima University)
Decaying properties of the total and local energies for the wave equations with dissipations
14：00 – 14：50 Masaharu Taniguchi (Okayama University)
An (N−1)-dimensional convex compact set gives anN-dimensional traveling front in the Allen-Cahn equation
15：00 – 15：50 Chao-Nien Chen (National Changhua University of Education) Standing pulse solutions to FitzHugh-Nagumo equations 16：10 – 17：00 Eiji Yanagida (Tokyo Institute of Technology)
Existence of non-stabilizing solutions of the Fujita equation Banquet
January 29 (Wednesday)
10：00 – 10：50 Masaya Maeda (Chiba University)
On small energy stabilization in the NLS with a trapping potential 11：00 – 11：50 Hiroyoshi Mitake (Hiroshima University)
Large time behavior for degenerate viscous Hamilton-Jacobi equa- tions by the nonlinear adjoint method
14：00 – 14：50 Kenji Nakanishi (Kyoto University)
Multi-frequency NLS approximation for a water wave model equa- tion
15：00 – 15：50 Hideo Kubo (Hokkaido University)
On the exterior problem for the wave equation with critical non- linearity in 2D
16：10 – 17：00 Soichiro Katayama (Wakayama University)
Energy decay for systems of semilinear wave equations with dis- sipative structure in two space dimensions
This symposium is supported by
JSPS grant in aid for scientific research Basic Research (S) 25220702 (T. Ogawa) Basic Research (A) 22244009 (S. Kawashima) Basic Research (B) 24340019 (S. Ei)
Basic Research (B) 24340028 (Y. Kagei).
