Chapter
Nonlinear potential theory
pp.：
45 – 55
Potential theory and quasiconformal mappings
pp.：
55 – 67
Maximal inequalities and potential theory
pp.：
67 – 77
The boundary behaviour of solutions of the Dirichlet problem
pp.：
77 – 87
Capacities in function theory
pp.：
87 – 105
Potential theory on non-locally compact space via Dirichlet forms
pp.：
105 – 119
The Martin compactification of a symmetric space of non-compact type at the bottom of the positive spectrum : An introduction
pp.：
119 – 139
Level sets and the Green function
pp.：
139 – 153
Contributed Papers
pp.：
153 – 159
On the generalized Neumann problem
pp.：
159 – 167
Local properties of solutions to equations involving square Hörmander’s operators
pp.：
159 – 159
Principe de Picard pour les mesures invariantes par rotation et applications
pp.：
167 – 173
Measure and capacity of exceptional sets arising in estimations of δ-subharmonic functions
pp.：
173 – 183
Balayage spaces, standard H-cones and hyperharmonic cones
pp.：
183 – 191
On the thermoelastic potential in three-dimensional hyperbolic thermoelasticity theory
pp.：
191 – 205
Representations and estimates for inverse operators of the potential theory integral equations in a polyhedron
pp.：
205 – 213
Use of single layer potential in mixed problems of elasticity
pp.：
213 – 219
Discretization of bounded harmonic functions on Riemannian manifolds and entropy
pp.：
219 – 225
Capacities and mappings quasiconformal in the mean
pp.：
225 – 237
Beppo Levi spaces and Riesz potential spaces
pp.：
237 – 241
Boundary limits of harmonic functions in Sobolev-Orlicz classes
pp.：
241 – 247
Positive harmonic functions on rotationary symmetric Riemannian manifolds
pp.：
247 – 263
Examples of stable Martin boundaries of Markov chains
pp.：
263 – 273
Comparison of liminf and fine liminf of positive superharmonic functions
pp.：
273 – 283
Some problems of the potential theory for Schrödinger operator with singular potential
pp.：
283 – 287
Potential theory for Helmholtz operator and nonlinear eigenvalue problems
pp.：
287 – 293
On stationary points of the energy integral
pp.：
293 – 303
Application of potential theory in biharmonic analysis
pp.：
303 – 311
Sobolev imbeddings and integrability of harmonic functions on Holder domains
pp.：
311 – 315
An estimate of harmonic measure with an application to subharmonic functions
pp.：
315 – 327
Kuramochi boundaries of Riemannian manifolds
pp.：
327 – 333
On axiomatic non-linear potential theory
pp.：
333 – 343
The Neumann problem and Hausdorff measures
pp.：
343 – 357
On potential extension and capacity on harmonic spaces
pp.：
357 – 373
Singularities of the solution of integral equations of potential theory arising in problems of elasticity for non-homogeneous media
pp.：
373 – 379
Appendices
pp.：
379 – 395
List of participants
pp.：
395 – 395
List of non-participating contributors
pp.：
395 – 408
List of lectures
pp.：
408 – 409
Potential Theory
：Proceedings of the International Conference on Potential Theory, Nagoya (Japan), August 30-September 4, 1990
( De Gruyter Proceedings in Mathematics )
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