Frontiers in Symplectic Geometry

This research school offers an intensive program covering advanced topics in symplectic topology, differential geometry, and related topics. Through introductory courses, exercise sessions, and advanced lectures, participants will explore fundamental questions such as the symplectic non-squeezing theorem, rigidity of Lagrangian intersections, random nodal sets, and convex integration for solving nonlinear differential constraints. In addition to theoretical aspects, programming sessions will allow participants to apply modern computational methods to solve partial differential relations. Aimed at researchers and advanced students, this school provides a comprehensive approach to contemporary problems in geometry and topology, combining rigorous theory with practical applications.