Saturday, September 9
MS10
Integrable Discrete and Ultra-discrete Systems and Their
Applications - Part II of II
3:30 PM - 5:30 PM
Room: Mary Gates Hall 251
For Part I, see MS3
The study of integrability of discrete and ultra-discrete systems has
attracted much attention over the last decade due to their broad applications
such as mathematical physics, mathematical biology, numerical analysis and
computer science. However, the knowledge of these discrete systems is very
limited in compared with that of their continuous counterparts. The aim of this
minisymposium is to bring together several researchers to present recent
advances in the integrable theory of discrete and ultra-discrete system. It will
also provide an opportunity for researchers from different disciplines to
familiarize themselves with a variety of interesting problems in this new area.
Organizer: Daisuke Takahashi
Waseda University,
Japan
Bao-Feng Feng
University of Texas - Pan
American
Junta Matsukidaira
Ryukoku University,
Japan
3:30-3:55 Discrete and
Ultradiscrete Soliton Equations
- Ryogo Hirota, Waseda University, Japan
4:00-4:25 On Hankel
Determinant Formulas of the Nonautonomous Discrete Toda and Lotka-Volterra
Equations
- Satoshi Tsujimoto and Yukio Matsui, Kyoto University, Japan
- 4:30-4:55 Integrable Symplectic Mapping and Toda Lattice
- Zhijun Qiao, University of Texas - Pan American
- Cancelled
5:00-5:25 On Linear and
Nonlinear Rossby Waves in an Ocean
- Lokenath Debnath, University of Texas - Pan American
5:00-5:25 Discrete
Lyapunov Function - A Passport to Nonintegrable System
- Daisuke Takahashi, Waseda University, Japan
- Moved to CP7.
Integrals of Higher-order Mappings and Discrete Bilinear
Equations
- Kenichi Maruno, Hiroshi Tanaka, G. R. W. Quispel,
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