Sapporo Guest House Symposium 20 “Nonlinear Wave Equations”

プログラム

November 22 (TUE)

13:00--13:45 Jean-Claude SAUT [Univ. Paris-Sud]: The KPI equation: new results and open problems
14:00--14:45 Yonggeun CHO [Hokkaido Univ.]: Long time behaviour of small amplitude solutions of generalized Boussinesq and modified improved Boussinesq equations
=== Break ===
15:15--16:00 Nakao HAYASHI [Osaka Univ.] (林仲夫): Asymptotics of solutions to dispersive equations and nonlinear problems
16:15--17:00 Masahito OHTA [Saitama Univ.] (太田雅人): Global existence for damped nonlinear Schrödinger equations
18:00-- Welcome Party

November 23 (WED)

10:00--10:45 Takeshi WADA [Kumamoto Univ.] (和田健志）: Global existence and uniqueness of solutions to the Maxwell-Schrödinger equations
11:00--11:45 Hiroaki KIKUCHI [Kyoto Univ.] (菊池弘明): On the existence of standing waves for the Maxwell-Schrödinger equations
=== Lunch ===
13:00--13:45 Kenji NAKANISHI [Kyoto Univ.] (中西賢次): Scattering for the Gross-Pitaevski equation
14:00--14:45 Akihiro SHIMOMURA [Gakushuin Univ.] (下村明洋): Almost nonexistence of asymptotically free solutions for some quadratic nonlinear Schrödinger equation in two dimensions
=== Break ===
15:15--16:00 Naoyasu KITA [Miyazaki Univ.] (北直泰): Nonlinear Schrödinger equation with triple δ-functions as initial data
16:15--17:00 Jian ZHAI [Zhejiang Univ.]: Global existence of Schrödinger maps with small data

Sapporo Guest House Symposium 20“Nonlinear Wave Equations”