Spatial asymptotic expansion of the Euler equation
In this dissertation we study the Euler equation in dimension 2 and higher. We show that the Euler equation is locally well-posed in the space of spatially asymptotic functions. Furthermore, we prove that the 2d Euler equation is globally well-posed in the corresponding asymptotic space. We discuss...
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| Online Access: | http://hdl.handle.net/2047/D20328768 |