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Title:
Remarks on the long-time dynamics of 2D Euler

Speaker:
Theodore Dimitrios Drivas

Abstract:
We will discuss some old and new results concerning the long-time behavior of solutions to the two-dimensional incompressible Euler equations.  Specifically, we discuss whether steady states can be isolated, wandering for solutions starting nearby certain steady states, singularity formation at infinite time, and finally some results/conjectures on the infinite-time limit near and far from equilibrium.

Link:
https://www.ias.edu/video/remarks-long-time-dynamics-2d-euler