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CNA Seminar
Elaine Cozzi
Oregon State University
Title: Solutions to the 2D Euler equations with velocity unbounded at infinity

Abstract: In 1995, P. Serfati established existence and uniqueness of weak solutions to the 2D Euler equations with velocity and vorticity bounded and potentially nondecaying at infinity. We discuss Serfati's existence result and outline a proof of existence for a broader class in which vorticity is bounded and nondecaying, while velocity may grow at infinity at a rate slower than a power of the logarithmic function.

Recording (avi): http://mm.math.cmu.edu/recordings/cna/CNA-Cozzi-Sep-23-2014.avi
Recording (mp4): http://mm.math.cmu.edu/recordings/cna/CNA-Cozzi-Sep-23-2014.mp4
Date: Tuesday, September 23, 2014
Time: 1:30 pm
Location: WEH 7218
Submitted by:  Gautam Iyer