Polynomial Optimization and its Applications
The importance of polynomial (aka semi-algebraic) optimization is highlighted by the large number of its interactions with different research domains of mathematical sciences. These include, but are not limited to, automatic control, combinatorics, and quantum information. The mini-symposium will focus on the development of methods and algorithms dedicated to the general polynomial optimization problem. Both the theoretical and more applicative viewpoints will be covered. Venue 9-13 July 2019 Conference SIAM AG19, University of Bern, Switzerland Speakers Diego Cifuentes (MIT) — slides Hamza Fawzi (University of Cambridge) — slides Sander Gribling (CWI) — slides Georgina Hall (INSEAD) — slides Milan Korda (CNRS LAAS) — slides Victor Magron (CNRS LAAS) — slides Riley Murray (CalTech) — slides Gabor Pataki (University of North Carolina at Chapel Hill) — slides James Saunderson (Monash University) — slides Markus Schweighofer (Universität Konstanz) — slides David Steurer (ETH) — slides Henning Seidler (Technische Universität Berlin) — slides Tillmann Weisser (CNRS LAAS) — slides Yuzixuan Zhu (University of North Carolina at Chapel Hill) — slides Antonio Goucha (Universidade de Coimbra) — slides Cynthia Vinzant (North Carolina State University) — slides Organizers João Gouveia — Universidade de Coimbra Simone Naldi — Université de Limoges Timo de Wolff — Technische Universität Braunschweig |