Semialgebraic geometry towards applications in learning and transport       In this session we bring together researchers from different areas working in semialgebraic geometry.       Semialgebraic geometry is at the heart of applied algebraic geometry and has received lot of attention       especially for its interaction with polynomial optimization and its applications. One of the main context       of this interaction is the so-called moment-sums-of-squares hierarchy that is based on the duality between moments       and positive polynomials over semialgebraic sets. The applications highlighted by this mini-symposium include,       but are not limited to, learning, transport, dynamical systems, and engineering. The mini-symposium offers a       selection of these applications and showcases how semialgebraic geometry yields algorithms and pathways,       both from a purely theoretical and from an applicative viewpoint. Venue       July 2023       Conference SIAM AG23, Eindhoven, Netherlands Speakers      Didier Henrion (CNRS LAAS Toulouse, France and Czech Tech. Univ. Prague, Czech Rep.) —      Elisenda Feliu (University of Copenhagen, Denmark) —      Georg Loho (University of Twente, Netherlands) —      Georgina Hall (INSEAD Paris, France) —      Antony Nouy (Centrale Nantes, France) —      Swann Marx (CNRS LS2N, Nantes, France) —      Simone Naldi (Univerité de Limoges, France) —      Jakub Marecek (Czech Tech. Univ. Prague, Czech Rep.) —      Pepijn Roos Hoefgeest (Vrije Univ. Amsterdam, Netherlands) —      Francois-Xavier Vialard (Univ. Gustave Eiffel, Paris, France) — Organizers      Mareike Dressler (UNSW Sidney, Australia)      Olga Mula (TU Eindhoven, Netherlands)      Victor Magron (CNRS LAAS Toulouse, France)      Simone Naldi (Université de Limoges)