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Integrable Systems

Lecturer: 
Course Type: 
PhD Course
Academic Year: 
2013-2014
Period: 
October-December
Duration: 
40 h
Description: 
  • Definition of an integrable system in finite dimension.
  • Lax pair.
  • Infinite dimensional integrable systems.
  • An example: the Toda lattice equation. Soliton solution and periodic solutions.
  • Toda lattice and Hermitian random matrices.
  • The beta-ensamble (non integrable).
Location: 
A-136
Next Lectures: 

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