On certain special solutions of incompressible Euler's equation.

Infinite-Dimensional Geometry December 07, 2013 - December 08, 2013

December 08, 2013 (09:00 AM PST - 09:35 AM PST)

Speaker(s): Vladimir Sverak (University of Minnesota Twin Cities)
Location: Evans Hall

Primary Mathematics Subject Classification No Primary AMS MSC

Secondary Mathematics Subject Classification No Secondary AMS MSC

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Abstract

Recently Tom Hou and Guo Luo suggested a new scenario for 3d incompressible Euler equation blow-up. The potential blow-up happens at the boundary. The example is related to classical secondary flows and motivated recent progress on the problem of the double exponential growth in 2d incompressible Euler. Joint work with A. Kiselev

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