Integrable system

From Scholarpedia

This article does not have authors yet. It has not been peer-reviewed or accepted for publication.

(Redirected from Integrable systems)

Election of authors since 22 March 2008.


Candidates are listed in the order they were nominated.
Click 'article' to participate in the election or add candidates.
A soft-max (probabilistic) procedure will be used to choose the author based on the number of votes received. Thus, electing one candidate does not imply that any (or all) of the other candidates received fewer votes.

Contents

John Harnad

  • harnadFigure 1: Image:Atsign.gifCRM.UMontreal.CA
  • Centre de recherches mathematique, Universite de Montreal
  • Specialist in Integrable Systems

http://books.google.com/books?q=harnad+integrable+systems&btnG=Search+Books Full disclosure: JH is my brother

Lev Lerman

  • lermanFigure 2: Image:Atsign.gifunn.ac.ru
  • Instute for Applied Mathematics
  • Lev is an author of Four-Dimensional Integrable Hamiltonian Systems With Critical Points.

Boris Dubrovin

  • dubrovinFigure 3: Image:Atsign.gifsissa.it
  • Professor of Mathematics ,SISSA, via Beirut 2-4, 34014, Trieste, Italy
  • Theory of integrable systems in Geometry and Mathematical Physics

http://people.sissa.it/~dubrovin/

Vladimir Igorevich Arnol'd or Arnold

  • arnoldFigure 4: Image:Atsign.gifceremade.dauphine.fr, arnold@mi.ras.ru
  • Steklov Mathematical Institute/CEREMADE, Universite Paris 9 - Dauphine
  • He's one of the authors of the celebrated Kolmogorov–Arnold–Moser theorem.

He would be perfect for classical hamiltonian systems. [1]

Alexander Zamolodchikov

  • sashazFigure 5: Image:Atsign.gifphysics.rutgers.edu
  • Rutgers University Department of Physics and Astronomy
  • Wrote many seminal papers on "two-dimensional quantum integrable systems"

http://www.physics.rutgers.edu/people/pips/ZamolodchikovAlexander.html

Rodney J. Baxter

  • (email not known)
  • Centre for Mathematics and its Applications,

Mathematical Sciences Institute, Australian National University,

  • Author of the worldwide aknowledged book

Exactly Solved Models in Statistical mechanics

inventor of Yang-Baxter equation,

he is an expert of integrable models in statistical mechanics (lattice model) http://tpsrv.anu.edu.au/Members/baxter/

Olivier BABELON

  • babelonFigure 6: Image:Atsign.giflpthe.jussieu.fr
  • head of Laboratoire de Physique Théorique et Hautes Energies, Jussieux, Paris
  • Expert in BOTH quantum and classical integrable systems;

he wrote:

O.Babelon, D. Bernard, M. Talon, Introduction to Classical Integrable Systems. Cambridge University Press (2003) and a beautiful series of lectures on classical and quantum integrable models: http://www.lpthe.jussieu.fr/~babelon/saclay2007.pdf

Sasha Veselov

  • (email not known)
  • Loughborough University
  • Well recognized expert on integrable systems, in particular with his 1991 review article on Integrable Maps in Russ. Math. Surveys
Retrieved from "http://www.scholarpedia.org/article/Integrable_system"
For authors