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Polynomial Optimisation: workshop and summer school

15th July 2013 to 19th July 2013

Organisers: (Chair) Adam Letchford (Lancaster University), Joerg Fliege (Southampton University) Jean-Bernard Lasserre (CNRS Toulouse), and Markus Schweighofer (Konstanz University)

Scientific Advisors: Monique Laurent (CWI, Amsterdam & Tilburg) and Kurt Anstreicher (University of Iowa)

Workshop Theme

Optimisation problems that involve polynomials are currently receiving a great deal of attention, due to their generality, their challenging nature and their wide range of practical applications. These two events provide an opportunity for researchers to learn more about this new, exciting and growing field.

The Summer School will begin in the morning of Monday 15 July and finish at lunchtime on Wednesday 17 July. It will consist of a series of tutorials from five internationally respected invited speakers on the following themes:

  • Some Recent Uses of Convex Programming in Data Science
    Emmanuel Candès (Stanford University)

  • Nonlinear Semidefinite Optimization
    Michal Kocvara (University of Birmingham)

  • Algebraic and Geometric Ideas in the Theory of Discrete Optimisation
    Jesús De Loera (University of California, Davis)

  • Semidefinite Programming and its Feasible Sets
    Tim Netzer (Leipzig University)

  • Convex Algebraic Geometry
    Bernd Sturmfels (University of California, Berkeley)

The Workshop will begin at lunchtime on Wednesday 17 July and finish in the afternoon on Friday 19 July. It will consist of a series of contributed talks, and a poster session for PhD students and post-docs.

People who wish to speak or present a poster are invited to submit a short abstract. Abstracts and posters on all aspects of polynomial optimisation (e.g. theory, applications, algorithms and software) will be welcomed. The abstracts will undergo a light and informal refereeing process, purely to ensure that they are within the scope of the workshop.

University of Cambridge Research Councils UK
    Clay Mathematics Institute London Mathematical Society NM Rothschild and Sons