Weak Solutions of 2-D Euler Equations wi
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D.H. Chae
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Article
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1993
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Elsevier Science
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English
โ 415 KB
In this note we prove global in time existence of weak solutions of 2-D Euler equations for incompressible fluid flows in the whole plane of \(R^{2}\) when the initial vorticity is in the Zygmund class \(L(\log L)\). The solution is constructed by a vanishing viscosity limit of the sequence of solut