A low-regularity Hadamard-style local well-posedness theorem is proved for the full compressible Euler equations with a physical vacuum boundary in all space dimensions.
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Physical Vacuum Problems for the Full Compressible Euler Equations: Low-regularity Hadamard-style Local Well-posedness
A low-regularity Hadamard-style local well-posedness theorem is proved for the full compressible Euler equations with a physical vacuum boundary in all space dimensions.