Non-Uniqueness and Flexibility in Two-Dimensional Euler Equations

This lecture from the Joint IAS/PU Analysis Seminar explores the unresolved question of uniqueness in two-dimensional incompressible Euler equations with L^p vorticity. Dive into Elia Bruè's presentation of recent advances and new nonuniqueness results achieved through the convex integration method. Learn about the historical context starting with Yudovich's 1962 establishment of well-posedness for solutions with bounded vorticity, and discover the collaborative research conducted with Colombo and Kumar. The seminar takes place at Simonyi Hall 101 at the Institute for Advanced Study, with remote access also available.