| Long Time Behavior and Singularity Formation in PDEs – May 25-29, 2020 |
This online conference focuses on Nonlinear Analysis of Partial Differential Equations (PDE)s. The goal is to share recent developments and breakthroughs, and facilitate the interchange of ideas and collaboration by bringing together a wide range of leading international experts and top junior researchers. Some of the main topics will be long time behavior of PDEs, stability/instability and singularity formation. Program of talks with videos listed below.
Monday, May 25
- Wilhelm Schlag, Professor of Mathematics, Yale University, speaking on Part 1-Some results on critical wave maps – view talk
- Jacob Bedrossian, Professor of Mathematics, University of Maryland, speaking on Chaotic mixing of the Lagrangian flow map and the power spectrum of passive scalar turbulence in the Batchelor regime – view talk
Tuesday, May 26
- Monica Musso, Professor, University of Bath, speaking on Gluing methods for vortices in Euler equations – view talk
- Joachim Krieger, Professor, and Chair of Partial Differential Equations, speaking on Part 2-On stability of blowup solutions for critical Wave Maps beyond the equivariant setting – view talk
- Slim Ibrahim, Professor of Mathematics, University of Victoria, speaking on Global dynamics of the Hill’s type lunar problem, an energetic classification approach – view talk
Wednesday, May 27
- Mahir Hadzic, Associate Professor, University College London, speaking on (In)Stability theory for relativistic stars and galaxies – view talk
- Toan Nguyen, Associate Professor, Penn State University, speaking on Landau damping and Plasma echoes – see presentation slides
- Manuel del Pino, Center for Nonlinear Analysis & Partial Differential Equations, speaking on blow-up by aggregation in chemotaxis – view talk
- Hao Jia, Professor, University of Minnesota, speaking on nonlinear asymptotic stability in two dimensional incompressible Euler equations – view talk
Thursday, May 28
- Birgit Schöerkhuber, Professor, Karlsruher Institute for Technology, speaking on stable self-similar blowup for the Yang-Mills heat flow – view talk
- Slim Tayachi, Professor of Mathematics, University of Tunis El Manar, speaking on large time behavior of solutions to the nonlinear heat equation with absorption – view talk
- Hatem Zaag, CNRS Senior Researcher, in the National institute for mathematical sciences and their interaction (INSMI), speaking on profile of touch-down solution to a nonlocal MEMS model – view talk
- Pierre Rafael, Professor, University of Cambridge, speaking on blow up for the defocusing nls and three dimensional viscous compressible fluids – view talk
Friday, May 29
- Charles Collot, Professsor, speaking on the derivation of the homogeneous kinetic wave equation – view talk
- Taoufik Hmidi, University of Rennes, speaking on time periodic solutions for 3d Quasi-geostrophic equations – view talk
- Massimiliano Berti, Professor of Mathematical Analysis at SISSA, speaking on traveling quasi-periodic water waves with constant vorticity – view talk
- Tom Hou, Charles Lee Powell Professor of Applied and Computational Mathematics, CALTech, speaking on recent Progress on Singularity Formation of 3D Euler Equations and Related Models – recording not produced