Symmetry results for compactly supported steady solutions of the 2d euler equations

HIGHLIGHTS

  • who: David Ruiz from the Funding Funding for open access publishing: Universidad de Granada/CBUA have published the research: Symmetry Results for Compactly Supported Steady Solutions of the 2D Euler Equations, in the Journal: (JOURNAL)
  • what: This question is the main motivation of the work . The main reason is that the authors have a good knowledge of the behavior of u03c6 near the boundary precisely by assumption (C2). The authors focus on the case p u2208 u2202.
  • how: A related result is given for simply connected domains with one stagnation point.
 

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