2015 CMS Summer Meeting

University of Prince Edward Island, June 5 - 8, 2015


Coxeter-James Prize

DONG LI, University of British Columbia
Threshold spaces for incompressible Euler equations  [PDF]

The incompressible Euler equations describe the flow of an inviscid, incompressible fluid and have very rich analytic and geometric structures. The pioneering work of Lichtenstein, Gunther in 1940s and Kato-Ponce in 1980s constructed solutions to the incompressible Euler equations in function spaces above a certain regularity threshold. The intensive research in the past several decades showed that the complexity of the threshold cases is deeply connected with the inherent nonlinear and non-local structures in the Euler equations. I will survey some recent developments on these problems.


University of Prince Edward Island AARMS: Atlantic Association for Research in the Mathematical Sciences Pacific Institute for the Mathematical Sciences Fields Institute Centre de recherches mathématiques Science Atlantic Mathematics and Statistics Committee Meetings & Conventions Prince Edward Island

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