| Event sponsored by: | |||||
|
|
 |
|||
Webpage by: Tomasz Golinski
| XXXV Workshop on Geometric Methods in Physics | 26.06-2.07.2016 |
| Home |
First Announcement
Second Announcement |
Travel |
Participants of Workshop Participants of School |
Registration | Photos | Proceedings | Previous Workshops |
Anatolij PrykarpatskiHAMILTON OPERATORS AND RELATED INTEGRABLE DIFFERENTIAL-ALGEBRAIC NOVIKOV-LEIBNIZ STRUCTURESThere is devised a general di¤erential-algebraic approach to constructing multi-component Hamiltonian operators as di¤erentiations on suitably constructed loop Lie algebras. The related Novikov-Leibniz type algebraic structures are presented, a new nonassociative "Riemann" algebra is constructed, deeply related with in nite multi-component Riemann type integrable hierarchies. A close relationship to the standard symplectic analysis techniques is also discussed. |
| Event sponsored by: | |||||
|
|
|
|
|||