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CRM: Finite Dimensional Integrable Systems in Geometry and Mathematical Physics (FDIS 2017)

We would like to inform that we are organizing the forthcoming conference: Finite Dimensional Integrable Systems in Geometry and Mathematical Physics (FDIS 2017) to be held from July 3 to 7, 2017 at the Centre de Recerca Matemàtica (CRM).

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03/07/2017 a 07/07/2017
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Centre de Recerca Matemàtica (CRM)
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The aim of the conference is to bring together specialists in mathematics and mathematical physics to exchange experience and knowledge about the most recent developments in the field of finite dimensional integrable  classical and quantum systems.

Editions of FDIS have been taking place every other year since 2011. Previous editions have taken place in Jena Luminy and Bedlewo

The 2017 edition is the core activity of the Follow-up programme on Geometry and Dynamics of Integrable systems which took place at CRM in September-November 2013.

Program’s organizing committee

  • Amadeu Delshams, Universitat Politècnica de Catalunya
  • Yuri Fedorov, Universitat Politècnica de Catalunya
  • Vladimir S. Matveev, Universität Jena
  • Eva Miranda, Universitat Politècnica de Catalunya
  • Francisco Presas, CSIC-ICMAT Madrid
  • Sergei Tabachnikov, Pennsylvania State University

Scientific committee

  • Alexey Bolsinov, Loughborough University
  • Robert L. Bryant, Duke University
  • Allan P. Fordy, University of Leeds
  • Boris Kruglikov, University of Tromsø
  • Andrzej Maciejewski, University of Zelena Gora
  • Juan Jose Morales Ruiz, Universidad Politécnica de Madrid
  • Emma Previato, Boston University
  • Vladimir Rubtsov, University of Angers
  • Dmitry Treschev, Steklov Mathematical Institute
  • Galliano Valent, Université Paris VI, LPTHE
  • Nguyen Tien Zung, Université Toulouse II

You can find more information at: http://www.crm.cat/en/Activities/Curs_2016-2017/Pages/Finite-Dimensional-Integrable-Systems-in-Geometry-and-Mathematical-Physics.aspx.

Please, feel free to distribute this information among your colleagues. We hope you find this information useful.