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Williams, Mark - Department of Mathematics, University of North Carolina at Chapel Hill
Highly oscillatory multidimensional shocks Mark Williams
BOUNDARY LAYERS AND GLANCING BLOWUP IN NONLINEAR GEOMETRIC OPTICS
CURVED SHOCKS AS VISCOUS LIMITS: A BOUNDARY PROBLEM APPROACH
STABILITY OF MULTIDIMENSIONAL VISCOUS SHOCKS C.I.M.E. LECTURES, CETRARO, ITALY, JULY 2003
MULTIDIMENSIONAL VISCOUS SHOCKS I: DEGENERATE SYMMETRIZERS AND LONG TIME
SINGULAR PSEUDODIFFERENTIAL OPERATORS, SYMMETRIZERS, AND OSCILLATORY
BOUNDARY LAYER AND LONG TIME STABILITY FOR MULTI-D VISCOUS SHOCKS
EQUIVALENCE OF LOW-FREQUENCY STABILITY CONDITIONS FOR MULTIDIMENSIONAL DETONATIONS IN THREE MODELS OF
Navier-Stokes regularization of multidimensional Euler Olivier Gu`es
Uniform stability estimates for constant-coefficient symmetric hyperbolic boundary value problems
Nonclassical multidimensional viscous and inviscid shocks Olivier Gu`es
MULTIDIMENSIONAL VISCOUS SHOCKS II: THE SMALL VISCOSITY LIMIT
