First presenter |
|
Co-presenter(s) |
Name : |
Hynek Baran * |
|
Name: |
|
E-mail: |
|
|
E-mail: |
|
Affiliation: |
Silesian University in Opava |
|
Name: |
|
Department: |
|
|
E-mail: |
|
City: |
|
|
Name: |
|
State/Province: |
|
|
E-mail: |
|
Country: |
Czech Republic |
|
Name: |
|
Talk Number: |
10-14 |
|
E-mail: |
|
Session: |
10- Algebraic and Algorithmic Aspects of Differential and Integral Operators |
|
Schedule: Room: |
Thursday, 14:00 B-2620 |
Related website: |
|
Title of presentation: |
Classifying integrable systems via the spectral parameter problem |
Abstract: |
We consider the problem of systematic
classification of integrable PDE initially known to possess a
nonparametric zero curvature representation. The method is taken from M.
Marvan, On the spectral parameter problem, online on
Acta Appl. Math., DOI 10.1007/s10440-009-9450-4 or
http://arxiv.org/abs/0804.2031v2
.
Discussed will be an implementation of the method and results of classification of integrable Weingarten surfaces in E^3.
|