Mitsuru Shibayama (Kyoto Univeristy)
Kazuyuki Yagasaki (Kyoto University)
Scope and Aim:
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Differential Galois Theory has made great success in many applications, e.g.,
the nonintegrability of dynamical systems including the N-body problems, integrable PDEs such as the KdV equation, quantum mechanics, and bifurcations of solitary waves in PDEs.
Celstial Mechanics is one of central topics
in dynamical systems since Poincare's time.
This workshop aims to discuss recent progresses and future directions in Hamiltonian systems and related topics,
especially in applications of Differential Galois Theory and Celstial Mechanics.
Scheduled Speakers:
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Thierry Combot (University of Burgundy)
Holger Dullin (University of Sydney)
Juan J. Morales-Ruiz (Universidad Politecnica de Madrid)
Shoya Motonaga (Ritsumeikan University)
Mitsuru Shibayama (Kyoto University)
Kazuyuki Yagasaki (Kyoto University)
Contact:
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Kazuyuki Yagasaki
Graduate School of Informatics
Kyoto University
TEL: 075-753-5890
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This workshop is supported by
- JSPS KAKENHI for Scientific Research (B) Grant Number JP22H01138
(PI: Kazuyuki Yagasaki)
Hamiltonian Dynamical Systems Seminar (in Japanese)
Latest Updating is on May 19, 2023.