Analysis of the Landau Solution

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The thesis explores a significant mathematical breakthrough by Lev D. Landau in 1944, focusing on a non-trivial solution to stationary Navier-Stokes flow in three-dimensional space. This solution is characterized by its axial symmetry and a unique condition where the velocity decays linearly. The work delves into the implications and applications of this finding in fluid dynamics, showcasing its relevance in the field of mathematical analysis.