Joint PolSys SpecFun Seminar.

This seminar focuses mainly on computer algebra algorithms and implementations for solving mathematical problems exactly, with a special focus on polynomial system solving and its broad range of applications.

Among others, topics which are covered are:
  • Foundational computer algebra algorithms for polynomials, series and matrices
  • Polynomial system solving with algebraic and/or certified numerical methods
  • Applications of non-linear algebra algorithms such as cryptography, polynomial optimization, and computational geometry
We also organize reading groups on important computer algebra algorithms.
Laboratoire d'Informatique de Paris 6 (UMR CNRS 7606)
Campus Pierre et Marie Curie
Sorbonne Université
Paris France

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  • 2 Apr. 2021, 11:00

    Separating variables in bivariate polynomial ideals,
    Manfred Buchacher, Johannes Kepler Universität, Linz.

  • 9 Apr. 2021
  • 7 May 2021

    Picard-Fuchs equations for Feynman integrals,
    Pierre Vanhove, CEA (France) and HSE University (Moscow, Russia).

  • Upcoming seminars and events

    • 15 Feb. 2021
    • 19 Feb. 2021, 11:00

      Simultaneous Rational Function Reconstruction and applications to Algebraic Coding Theory,
      Ilaria Zappatore, Inria Saclay, (France).

    • 26 Feb. 2021, 11:00

      Symmetric situations in polynomial optimization,
      Philippe Moustrou, U. Tromsø, (Norway).

    • 5 Mar. 2021, TBA

      Combinatorics of ideal of points and Half Error Locator polynomials,
      Michela Ceria, Polytechnic University of Bari (Italy).

    • 12 Mar. 2021, 15:00

      Linear PDE with Constant Coefficients,
      Bernd Sturmfels, UC Berkeley (USA) and MPI Leipzig (Germany).

    • Jan. 29th, Feb. 5th, Feb. 17th 2021

      ITN POEMA 3rd workshop. Oct. Nov. Dec. 2020

    • 21 May 2021, TBA

      Accelerating the moment-SOS hierarchy for volume approximation,
      Didier Henrion, LAAS-CNRS Toulouse and Czech Tech. Univ. Prague.

    • Sep. to Dec. 2021

      Thematic program at Institut Henri Poincaré on post-quantum algebraic cryptogaphy.