Bologna, September 22- 25, 2004
Analytic and Geometric
Camassa-Holm equation and Integrable Systems
A workshop on the analytic and geometric theory of the Camassa-Holm
equation and related integrable equations is being organized at CIRAM.
The Camassa-Holm equation is the governing equation for waves in shallow
water when surface tension is present. This involves an asymptotic expansion
in small amplitude of the incompressible Euler equation for unidirectional
motion under the influence of gravity.
A particular emphasis will be given on future developments.
The workshop will take place at CIRAM, Via Saragozza 8, Bologna
ITALY from Wednesday September 22 to Saturday September 25, 2004.
Topics to be discussed are expected
- Analytic and
geometric Theory of the Camassa-Holm equation;
- Poisson bracket
- Integrable systems
and their perturbations.
Scientific Committee: S. Abenda (Bologna), B. Dubrovin
(SISSA), G. Falqui (SISSA), T. Grava (SISSA).
Organizing Committee: S. Abenda (Bologna), T. Grava
(*) to be confirmed
- R. Camassa
- G. Carlet (Cambridge)
- A. Constantin
(Trinity College, Dublin)
- B. Dubrovin
- Yu. Fedorov
- D. Holm (IC
- A. Hone (University
of Kent at Canterbury)
- P. Lorenzoni
- F. Magri (Milano
- F. Musso (Rome
- M. Pedroni (Genova)
- J. Prada
(University of Salamanca)
- O. Ragnisco
- T. Ratiu (*)
- V. Sokolov (*)
- A. Shabat (Moscow
and Roma III)
- Y. Zhang (Tsinghua
Conference, online lectures and
here practical informations on how to reach CIRAM and the Hotel.
For further informations please contact
S. Abenda email@example.com
G. Falqui firstname.lastname@example.org
T. Grava email@example.com
Picture of the Participants