- Organizers:
- Shigeaki KOIKE (Tohoku University)

Yoshihiro TONEGAWA (Hokkaido University)

Makoto NAKAMURA (Tohoku University)

- Date:
- February 18 - 19, 2013

- Venue:
- Kawai Hall, Graduate School of Science, Tohoku University

- February 18 (Mon.)
- 09:55-10:00 Opening
- 10:00-10:50 Karen YAGDJIAN (University of Texas-Pan American, USA)
- The Klein-Gordon Equation in the curved spacetime
- 11:00-11:50 Shuichi JIMBO (Hokkaido University)
- Domain variation and electromagnetic frequencies
- 13:10-13:50 Masahiro KAMINAGA (Tohoku Gakuin University)
- The spectrum of the Poisson random Hamiltonian
- 14:00-14:40 Masakazu KATO (Muroran Institute of Technology)
- Asymptotic stability of solitary waves for the Camassa-Holm equations
- 15:00-15:30 Yusuke YAMAUCHI (Waseda University)
- Life span of positive solutions for the Cauchy problem for the parabolic equations
- 15:35-16:05 Kazushige NAKAGAWA (Tohoku University)
- The Phragmén-Lindelöf theorem of nonlinear weakly coupled elliptic systems
- 16:20-17:45 Poster Session
- 18:00-19:45 Reception

- February 19 (Tue.)
- 10:00-10:50 Baoxiang WANG (Peking University, China) 50minutes
- The Cauchy problem for the non-elliptic derivative nonlinear Schrödinger equation
- 11:00-11:50 Kazuyoshi YOKOYAMA (Hokkaido Institute of Technology)
- Local well-posedness for some quasilinear wave equations in a low-regularity setting
- 13:10-13:40 Kengo MAEDA (Shibaura Institute of Technology)
- Singularities in asymptotically anti-de Sitter spacetimes
- 13:45-14:05 Yuta AIHARA (Hokkaido University)
- Semi-classical Asymptotics in an Abstract Bose Field Model
- 14:15-14:45 Masahiko SHIMOJO (Hokkaido University)
- Convergence and blow-up of solutions for a complex-valued heat equation with a quadratic nonlinearity
- 14:50-15:10 Keisuke TAKASAO (Hokkaido University)
- The existence of weak solution for mean curvature flow with transport term
- 15:20-15:50 Sohei TASAKI (Tohoku University)
- Second gradient energy-induced secondary bifurcations of steady states in phase-separating elastic systems
- 15:55-16:15 Hiroko YAMAMOTO (Tohoku University)
- Locator function for concentration points of solutions of a spatially heterogeneous reaction-diffusion equation
- 16:15-16:20 Closing

- Hideki MATSUOKA（The University of Tokyo, M2）
- Extinction Time Estimates with Dirichlet Condition for Fourth-Order Total Variation Flow and its Characterizations
- Tsubasa ITOH (Hokkaido University, D2/JSPS DC2)
- Singular solutions of the p-Dirichlet problem on a cone domain
- Yuji ISHII (Hokkaido University, M2)
- On the regularity of interfaces for a competitive reaction-diffusion equation
- Keisuke TAIRA（Hokkaido University, M2)
- On the regularity of energy minimizing map with forcing term
- Kota URIYA (Tohoku University, D2)
- Final state problem for the quadratic nonlinear Schr\"odinger system in two space dimensions
- Muhammet Yazici (Tohoku University, D2)
- Global existence and blowup for wave equations with weighted nonlinear terms in 1D
- Noboru CHIKAMI (Tohoku University, D2)
- The local existence and blow-up criterion of the solution of the compressible Navier-Stokes-Yukawa system
- Kanako KOBAYASHI (Tohoku University, M2)
- O.D.E. type solutions of the heat equation with exponential nonlinearity
- Kentaro NISHIMOTO (Tohoku University, M2)
- Solvability of the stationary problem of the inhomogeneous Navier-Stokes equations in multi-connected domains
- Sho FUJITA (Tohoku University, M2)
- Local existence for the inhomogeneous Euler equations in Besov spaces of weak type