Registration from 9:45 ( Booklets of abstracts and
Kato papers available from this onward ),
Opening address 10:30, June 27th
| |
10:40-11:25 |
11:25-12:10 |
14:00-14:45 |
14:45-15:30 |
16:00-16:45 |
16:45-17:30 |
18:00-20:00 |
| June 27th |
W. A. Strauss |
H. O. Cordes |
K. Ohkitani |
Y. Giga |
K. Masuda |
H. Fujita |
Welcome Party |
| June 28th |
J. T. Beale |
Y. Shibata |
H. Kozono |
SC1 |
SC2 |
SC2 |
|
| June 29th |
K. Yajima |
S. T. Kuroda |
T. Ozawa |
T. Ogawa |
D. Chae |
M. Cannone |
|
SC: short communications
SC1,
- H. Okamoto ( Kyoto University )
- K. Tanaka ( Waseda University )
- Kwangseok Choe ( Seoul National University )
SC2,
- T. Abe ( Waseda University )
- Myungjoo Chae ( Seoul National University )
- J. Kato ( Hokkaido University )
- O. Sawada ( Hokkaido University )
Titles of Invited Speakers
| J. T. Beale | Discretization of layer potentials and numercal
methods for water waves |
| M. Cannone | Asymptotic stability of solutions to the
incompressible Navier-Stokes equations with external forces |
| D. Chae | Local Existence and Blow-up Criterion of
the Euler equations in the Besov and the Triebel-Lizorkin Spaces
|
| H.O. Cordes | With Tosio Kato at Berkeley
|
| H. Fujita |
Variational Inequalities and Nonlinear Semi-groups Applied to
Certain Nonlinear Problems for the Stokes Equation
|
| Y. Giga | On the two-dimensional nonstationary
vorticity equations |
| H. Kozono | Asymptotic behaviour and net force
for the Navier-Stokes flows in exterior domains
|
| S. T. Kuroda |
Resolvent Formulas, Special and General |
| K. Masuda | Nonlinear evolution equations and
analyticity of solutions of differential equations
|
| T. Ogawa | Analytic smoothing effect for the
Benjamin-Ono equations
|
| K. Ohkitani | Comparison between the
Boussinesq and coupled Euler equations in two dimensions
|
| T. Ozawa | Scattering problem for
nonlinear Schr\"odinger and Hartree equations
|
| Y. Shibata | On some stability theorem of
Navier-Stokes equation in 3 dim. exterior domain
|
| W. A. Strauss | Nonlinear Instability of
Dispersive Waves |
| K. Yajima | Smoothing property and
Strichartz inequality for Schr\"odinger equations
|