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Potential theory

Author: Josef Král, DrSc.; Univerzita Karlova. Matematicko-fysikální fakulta.
Publisher: New York : Plenum Press, ©1988.
Edition/Format:   Print book : Conference publication : EnglishView all editions and formats

Within the tradition of meetings devoted to potential theory, a conference on potential theory took place in Prague on 19-24, July 1987. The present volume may thus be of intrest to mathematicians  Read more...


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Genre/Form: Conference papers and proceedings
Additional Physical Format: Online version:
Potential theory.
New York : Plenum Press, ©1988
Material Type: Conference publication, Internet resource
Document Type: Book, Internet Resource
All Authors / Contributors: Josef Král, DrSc.; Univerzita Karlova. Matematicko-fysikální fakulta.
ISBN: 0306428385 9780306428388
OCLC Number: 17549761
Notes: "Proceedings of a conference on potential theory, held July 19-24, 1987, in Prague, Czechoslovakia."--Title page verso.
"Organized by the Faculty of Mathematics and Physics, Charles University."
Description: ix, 366 pages ; 26 cm
Contents: On Weighted Beppo Levi Functions.- Generalized Cauchy-Riemann Equations and the Positive k-Subharmonie Functions.- Iteration Methods for Potential Problems.- On the Poisson Equation on the Infinite Dimensional Torus.- A Characterization of Elementary Potential Theory.- Wiener Estimates for Solutions of Elliptic Equations in Nondivergence Form.- Approximation by Continuous Potentials.- The Schro;dinger Equation ? u = ? u in a Neighbourhood of an Isolated Singularity of ?.- A Characterization of the Fine Sheaf Property.- Harmonic Morphisms and Ray Processes.- On Dirichlet's Boundary Value Problem for Certain Anisotropic Differential and Pseudo-Differential Operators.- Hyperharmonic Cones.- Jump Relations for Surface Potentials in Case of Continuous Densities.- On a Unified Characterization of Capacity.- A Note on the Computation of Green Functions for Sublaplacians on Lie Algebras of Type H.- On Thermoelastic Potential.- The Dirichlet Problem on Ends.- Diffusion Kernels of Logarithmic Type.- A Remark on Capacitary Measures for Diffusion Processes.- On the Convexity of Level Sets for Elliptic and Parabolic Exterior Boundary Value Problems.- Harnack Inequality and Some Characteristics of Non-Regular Points of Simplexes.- Polar Sets in a Nonlinear Potential Theory.- A Sharper Form of a Theorem of Kolmagorov.- Extremal Problems for the Distributed Moment Problem.- On Mathematical Modelling of Non-Newtonian Flow by Perturbation Methods.- On Diffusion Semigroups Generated by Semi-Elliptic Differential Operators in Infinite Dimensions.- The Obstacle Problem in a Non-Linear Potential Theory.- On the Appell Transformation.- Perturbation and Excessive Functions.- Capacities on Harmonic Spaces with Adjoint Structure.- Balayage Spaces on Topological Sums.- Subordination for Balayage Spaces.- On the New Problem in the Potential Gravity Theory.- Stochastic Differentiation Formula and Convergence Theorem for Finely Hyperharmonic Functions.- Morphisms of Stonian Cones.- On the Transition Function of the Infinite Dimensional Ornstein-Uhlenbeck Process Given by the Free Quantum Field.- Finiteness of the Family of Simply Connected Quadrature Domains.- On an Inverse Problem for the Newtonian Potential.- On the Integration of Elastostatic Displacement Equation.- Non-Linear Potential Theory in Lebesgue Spaces with Mixed Norm.- Schroedinger Equations with Discontinuous Solutions.- Polynomial Hulls and Envelopes of Holomorphy.- Green Function and Uniform Harnack Inequality.- On the Asymptotic Behavior of Solutions of a System of Integral Equations of Mixed Boundary Value Problem of Plane Elasticity in a Neighborhood of Corner Points of the Contour.
Responsibility: edited by Josef Král [and others].
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