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[01163] An infinite class of shocks for compressible Euler

  • Session Time & Room : 5B (Aug.25, 10:40-12:20) @G401
  • Type : Contributed Talk
  • Abstract : We consider the two dimensional compressible Euler equations with azimuthal symmetry and construct an infinite class of shocks by establishing shock formation for a new Hölder family of so-called pre-shocks for all nonnegative integers. Moreover, a precise description of the dominant Riemann variable in the Hölder space is given in the form of a fractional series expansion.
  • Classification : 35L67, 35Q31, 76N15, 76L05
  • Format : Talk at Waseda University
  • Author(s) :
    • Calum Rickard (University of California, Davis)
    • Sameer Iyer (University of California, Davis)
    • Steve Shkoller (University of California, Davis)
    • Vlad Vicol (New York University)