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SOLVABILITY OF INITIAL-BOUNDARY VALUE PROBLEMS FOR EULER'S EQUATIONS FOR FLOWS OF AN IDEAL INCOMPRESSIBLE NONHOMOGENEOUS FLUID AND AN IDEAL BAROTROPIC FLUID BOUNDED BY FREE SURFACES - MaRDI portal

SOLVABILITY OF INITIAL-BOUNDARY VALUE PROBLEMS FOR EULER'S EQUATIONS FOR FLOWS OF AN IDEAL INCOMPRESSIBLE NONHOMOGENEOUS FLUID AND AN IDEAL BAROTROPIC FLUID BOUNDED BY FREE SURFACES (Q4863192)

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scientific article; zbMATH DE number 841036
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English
SOLVABILITY OF INITIAL-BOUNDARY VALUE PROBLEMS FOR EULER'S EQUATIONS FOR FLOWS OF AN IDEAL INCOMPRESSIBLE NONHOMOGENEOUS FLUID AND AN IDEAL BAROTROPIC FLUID BOUNDED BY FREE SURFACES
scientific article; zbMATH DE number 841036

    Statements

    SOLVABILITY OF INITIAL-BOUNDARY VALUE PROBLEMS FOR EULER'S EQUATIONS FOR FLOWS OF AN IDEAL INCOMPRESSIBLE NONHOMOGENEOUS FLUID AND AN IDEAL BAROTROPIC FLUID BOUNDED BY FREE SURFACES (English)
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    16 June 1996
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    abstract Ovsyannikov-Nirenberg-Nishida form of Cauchy-Kovalevskaya theorem
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    flat layer
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    homogeneous Dirichlet problem
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    scale of Banach spaces
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    nonlinear operator
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    local existence
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    uniqueness
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