Seminari del Dipartimento di Matematica
Algebraic-geometrical integration theory of soliton equations - II
Algebraic-geometrical integration theory of soliton equations - III
seminario tenuto da
Igor Krichever
Gennaio
16
2020
SEMINARIO INTERDISCIPLINARE
ore
10:00
presso - Aula Da Stabilire -
nel ciclo di seminari:
WINTER SCHOOL ON INTEGRABLE SYSTEMS AND REPRESENTATION THEORY
Course description: A self-contained introduction to the theory of soliton equations with an emphasis on
its applications to algebraic-geometry. Topics include:
1. General features of the soliton systems. Basic hierarchies of commuting flows: KP, 2D Toda,
Bilinear Discrete Hirota hierarchy. Discrete and finite-dimensional integrable systems.
2. Algebraic-geometrical integration theory. Spectral curves. Baker-Akhiezer functions.
3. Hamiltonian theory of soliton equations.
- Allegati:
Gennaio
16
2020
ore
11:30
presso Aula Tonelli
nel ciclo di seminari:
WINTER SCHOOL ON INTEGRABLE SYSTEMS AND REPRESENTATION THEORY
Course description: A self-contained introduction to the theory of soliton equations with an emphasis on
its applications to algebraic-geometry. Topics include:
1. General features of the soliton systems. Basic hierarchies of commuting flows: KP, 2D Toda,
Bilinear Discrete Hirota hierarchy. Discrete and finite-dimensional integrable systems.
2. Algebraic-geometrical integration theory. Spectral curves. Baker-Akhiezer functions.
3. Hamiltonian theory of soliton equations.
- Allegati: