67 research outputs found

    Problem of instrusion in a stratified viscous fluid for three space variables

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    [No abstract available

    ON THE LP-THEORY FOR THE STOKES PROBLEM IN UNBOUNDED-DOMAINS WITH COMPACT BOUNDARIES

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    On non-closure of range of values of elliptic operator for a plane angle

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    Let {Mathematical expression} a plane angle of opening α∈(π, 2π). Let PD and PN the Dirichlet and Neumann problems associated to the Poisson equation in {Mathematical expression}. For PD and PN it is proved non existence of solution in Lp ( {Mathematical expression}) when p=2/(1±π/α). In other words, the ranges of elliptic operators naturally associated to PD and PN are not-closed in Lp ( {Mathematical expression}) for p=2/(1±π/α). © 1993 Università degli Studi di Ferrara

    A boundary value problem for Poisson's two-media equation in L p 2-spaces

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    In the paper we study a binding boundary value problem for two media for

    Elliptic boundary value problems in unbounded domains with noncompact and nonsmooth boundaries

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    We study the solvability and the uniqueness in Lp (1<p<+∞) of solutions to elliptic boundary value problems related to unbounded domains whose boundaries contain a finite number of corners. © 1986 Birkhäuser-Verlag
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