The Third International Conference: Nonlinear Waves--Theory and Applications

 MINISYMPOSIA

Integrable and Super Integrable Systems
Organizers:
Q. P. Liu   (China University of Mining and Technology, China)
Ziemowit Popowicz    (University of Wroclaw, Poland )
 
The theory of modern integrable systems originated from the work on the celebrated Korteweg-de Vries equation, a prototype water wave model. The aim of this minisymposia is to bring together the experts in the theory of integrable systems, including classical integrable systems (both continuous and discrete) and supersymmetric integrable systems and will be focused on the recent achievements of this field.
 
List of Speakers:
 
1) Ziemowit Popowicz   ( University of Wroclaw, Poland )
   "The Generalizations of the Peakon's Systems"
 
2) Olaf Lechtenfeld    ( Universität Hannover, Germany )
   "Calogero-type models with maximally extended superconformal symmetry"
 
3) Federico Zullo   ( University of Kent, U. K. )
   "Hamiltonian flows from Bäcklund transformations: an application to the Ablowitz-Ladik hierarchy."
 
4) Andrey Krutov   ( Ivanovo State Power University, Russia )
   "On the (non)removability of spectral parameters in $\mathbb{Z}_2$-graded zero- curvature representations and its applications"
 
5) D. F. Zuo   ( University of Science and Technology of China, China )
   "Euler equations related to the generalized Neveu-Schwarz algebra"
 
6) Engui Fan   ( Fudan University, China )
   " Super extension of Bell polynomials with applications to supersymmetric equations"
 
7) D. Levi   ( Universita' degli Studi di Roma Tre, Italy )
   " Partial difference schemes and commuting operators on the lattice "
 
8) S. Y. Lou   ( Ningbo University, China )
   "Nonlocal symmetries, conservation laws and related reduction solutions of integrable systems "
 
9) Changzheng Qu   ( Ningbo University, China )
   "Peakons and stability of the modified μ-Camassa-Holm equation"
 
10) Runliang Lin   ( Tsinghua University, China )
   "Bilinear identity for an extended KP hierarchy"
 
11) Derchyi Wu   ( Academia Sinica, Taipei, China )
   "Integrable twisted hierarchies with $D_2$ symmetries"
 
12) Z. N. Zhu   ( Shanghai Jiaotong University, China )
   "Solitons and dynamic properties of the coupled semidiscrete Hirota equation"
 
13) Yong Chen   ( East China Normal University, China )
   "A maple package for generating one-dimensional optimal systems of finite dimensional Lie algebra"
 
14) Baofeng Feng   ( The University of Texas-Pan American, U. S. A. )
   "Integrable discretization to the Degasperis-Procesi equation"
 
15) Kai Tian   ( China University of Mining and Technology, China )
   "Behavior of Hamiltonian structures under supersymmetric reciprocal transformations"
 
 
 
 
 
BACK