Boundary behavior of solutions to elliptic equations in general domains

Behavior Near The Boundary Of Solutions To The Dirichlet Problem For A Second-order Elliptic Equation -- An Analogue Of The Wiener Criterion For The Zaremba Problem For The Laplacian In A Half-cylinder -- Wiener Type Test For The Zaremba Problem For Degenerate Elliptic Operators In A Half-cylinder -- Modulus Of Continuity Of Solutions To Quasilinear Elliptic Equations -- Discontinuous Solution To The P-laplace Equation -- Wiener Test For Higher-order Elliptic Equations -- Wiener Test For The Polyharmonic Equation -- Wiener Type Regularity Of A Boundary Point For The 3d Lamé System -- Boundedness Of Derivatives Of Solutions To The Dirichlet Problem For The Polyharmonic Equation -- Polyharmonic Capacities And Higher-order Wiener Test. Vladimir G. Maz'ya. Includes Bibliographical References (pages [419]-428) And Index.