Joint workshop on nonlinear PDE's, University of Tohoku and University of Sydney
General Information
This is a joint workshop between the University of Tohoku (Sendai, Japan) and the University of Sydney for post-graduate students and post doctoral fellows fostering scientific exchange.
Organizers of the workshop are:
The workshop takes place on March 9, 2012 at the University of Sydney.
Participants
Tohoku University:
- Tsukasa Iwabuchi, Toru Kan, Yohei Fujishima, Kazushige Nakagawa, Harunori Monobe, Noboru Chikami, Kanako Kobayashi, Erika Ushikoshi, Kouta Uriya, Takayoshi Ogawa, Shinya Okabe
University of Sydney
- Sanjiban Santra, Kelei Wang, Robert Marangell, Xin Liu
Program
Below is the program. All talks take place in Carslaw Seminar Room 453.
- 09:00–09:40 Tsukasa Iwabuchi (Tohoku Univ.)
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- Ill-posedness for the nonlinear Schrödinger equations in one space dimension
- 09:50–10:30 Sanjiban Santra (Univ. Sydney)
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- Some concentration results of a singular perturbed problem with mixed powers
- 10:45–11:05 Toru Kan (Tohoku Univ.)
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- Bifurcation structure of the Liouville-Gel’fand equation for a two-dimensional annular domain
- 11:10–11:30 Kelei Wang (Univ. Sydney)
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- Partial regularity of stable solutions for some supercritical problems
- 11:35–11:55 Yohei Fujishima (Tohoku Univ.)
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- Blow-up set for a semilinear heat equation with exponential nonlinearity
- Lunch
- 14:00–14:40 Kazushige Nakagawa (Tohoku Univ.)
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- On the Phragmén-Lindelöf theorem for -viscosity solutions of fully nonlinear PDEs with unbounded ingredients
- 14:50–15:10 Robert Marangell (Univ. Sydney)
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- Instability and stability in periodic traveling waves in the Sine-Gordon Equation
- 15:15–15:35 Harunori Monobe (Tohoku Univ.)
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- On a Stefan-like problem related to cell crawling
- 15:40–16:00 Xin Liu (Univ. Sydney)
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- Tackling structural complexity of fluid knots by Jones polynomials
- 16:10–17:00 Poster Session
- Poster presenters:
- Noboru Chikami (Tohoku Univ.)
- Local existence and blow-up criterion for the compressible Navier-Stokes-Poisson equations in Besov spaces
- Kanako Kobayashi (Tohoku Univ.)
- Convection-diffusion equation with absorption and non-decaying initial data
- Erika Ushikoshi (Tohoku Univ.)
- Hadamard variational formula for the Green function of the boundary value problem on the Stokes equations
- Kouta Uriya (Tohoku Univ.)
- Modified wave operator for the quadratic nonlinear Schrödinger system in two space dimensions