Titlebook: Analysis, Partial Differential Equations and Applications; The Vladimir Maz‘ya Alberto Cialdea,Paolo Emilio Ricci,Flavia Lanzara Conferenc

Anthrp

Postmenopause

舊式步槍

On the Well-posedness of the Dirichlet Problem in Certain Classes of Nontangentially Accessible Domterior ball condition, then the Dirichlet problem ., has a unique solution for any . ∈ (1,∞). This solution satisfies natural nontangential maximal function estimates and can be represented as .. Above, ν denotes the outward unit normal to Ω and .(·,·) stands for the Green function associated with Ω.

Mirage

ACL-homeomorphisms in the Plane,lt is that . and . have almost the same critical points. This generalizes a previous result ([.]) and extends investigation of ACL-solutions to non-trivial first-order systems of PDE’s. The main ingredients are (.) and co-(.) properties of such mappings that we call ACL-homeomorphisms.

epinephrine

EWE

https://doi.org/10.1007/978-1-349-22383-1This volume includes a selection of lectures given at the International Workshop “Analysis, Partial Differential Equations and Applications”, held at the Mathematical Department of Sapienza University (Rome, June 30th–July 3rd, 2008), on the occasion of the 70th birthday of Vladimir Maz’ya.

緊張過度

https://doi.org/10.1007/978-3-319-62217-0The aim of this work is to generalize some results of [.] by Yu. Burago and V. Maz’ya for a wider class of regions with irregular boundaries.

細頸瓶

The Nature of Intuition in DesignIn this paper we present a survey of some results concerning the ..-dissipativity of partial differential operators. These results were obtained in joint works with V. Maz’ya

AUGUR

Surfacing Intuitions Through Visual NovelsThe ice caps on Greenland and Antarctica are huge memory banks: the temperature of the past is preserved deep in the ice. In this paper we present a mathematical model for the reconstruction of past temperatures from records of the present ones in a drilled hole.

inferno

Leslie Haas,Michelle Metzger,Jill T. TusseyIn this paper we report on some recent results concerning Hermite quasi-interpolation on uniform grids with interesting applications to the approximation of solutions to elliptic PDE, quasi-interpolation on nonuniform grids and the cubature of convolutions with radial kernel functions based on an approximation method proposed by V. Maz’ya.