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Well-posedness threshold of the 2D Euler equations in Hölder spaces on infinite sectors
We study existence and uniqueness for the 2D incompressible Euler equations on infinite sectors of acute angle $β$, focusing on vorticity in Hölder-type spaces. In the inifinite sectors, for every $β$, H"older regularity cannot be expected without decay at infinity. Moreover, the corner causes Schau
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