第1回北東数学解析研究会
研究会の記録
- Organizers:
- Izumi Takagi (高木泉) (Tohoku Univ.)
- Yoshikazu Giga (儀我美一) (Hokkaido Univ.)
- February 17, 2000 (Thursday)
- 09:40-09:55 Registration (Tea and Coffee)
- 10:00-11:00 Fred WEISSLER (U. Paris 13)
- 11:30-12:30 Mikhail LAVRENTIEV (Keio U./Novosibirsk)
- 14:30-15:30 Short Communications
- 16:00- Poster Sessions
- 18:00- Banquet
- February 18,2000 (Friday)
- 10:00-11:00 Fred WEISSLER
- 11:30-12:30 Kazuhiro HORIHATA (堀畑和弘) (Tohoku Univ.)
- 14:30-15:30 Short Communications
- 16:30-17:30 Fred WEISSLER
- Topics:
- F. Weissler,
- Scattering theory and self-similar solutions for the nonlinear Schroedinger equation
- Asymptotically self-similar solutions of the NLS
- Blow-up of spatially periodic complex valued solutions of nonlinear dispersive equations.
- M. Lavrentiev,
- On breakdown phenomena in parabolic problems (tentative).
- K. Horihata (堀畑和弘),
- A dynamical properties of the singular set of heat flows for harmonic mappings.
- Detailed program of short communications is given during the symposium.
- The place of symposium:
- Sapporo Guest House, 8 minutes walk from Sumikawa (Subway Station)
- (札幌天神山ゲストハウス，札幌市豊平区平岸２条１７丁目 1-80)
- TEL (011)823-1000 FAX (011)823-1867
- Short Commnications
-
February 17
- Y. Kohsaka (高坂 良史) (Hokkaido U.)
- Asymptotic behavior of a solution for a free boundary problem
- J. Kato (加藤 淳) (Hokkaido U.)
- Self-similar solutions for nonlinear wave equations
- R. Fukuizumi (福泉 麗佳) (U. Tokyo/Tohoku U.)
- Stability and instability of standing waves for the nonlinear Schrödinger equation with harmonic potential
- S. Tonegawa (利根川 聡） (U. Tokyo/Tohoku U.)
- Wellposedness in the Sobolev space with a negative index for a cubic nonlinear Schrödinger equation
February 18
- H. Tanisaka (谷阪 裕興) (Nagoya U./Tohoku U.)
- Local well-posedness for the Benjamin equation
- K. Tsugawa (津川 光太郎) (U. Tokyo/Tohoku U.)
- Local well-posedness for systems of wave equations with different propagation speeds
- S. Machihara (町原 秀二) (Hokkaido U.)
- The nonrelativistic limit of the nonlinear Klein-Gordon equation
- Y. Shimizu (清水 康之) (Hokkaido U.)
- Weak-type L∞-BMO estimates of first derivatives of the Stokes flow in half space
- Poster Sessions
-
- S. Kosugi (小杉 聡史) (Hokkaido U.)
- Eigenvalues of elliptic operators with singularly perturbed coefficients
- O. Nakagama (中川 理) (Tohoku U.)
- An exact solution of the axisymmetric stagnation flow on a cylinder
- T. Nakajima (中島 徹) (Tohoku U.)
- Stability of energy minimizing map and blow-up
- O. Sawada (沢田 宙広) (Hokkaido U.)
- Global existence of the Cauchy problem for the 2-dimensional Navier-Stokes equations with nondecaying initial data p
- Y. Taniuchi (谷内 靖) (Nagoya U.)
- On blow up of smooth solutions to the 3-D Euler equations in a bounded domain and logarithmic singularities
- K. Ueda, Y. Nishiura, S. Ei (上田 肇一/西浦 廉政/栄 伸一郎) (Hokkaido U./Hokkaido U./Yokohama City U.)
- Pulse interaction approach to self-replication dynamics