Nonlinear potentials and quasilinear PDE's (English)
- New search for: Maly, J.
- New search for: Maly, J.
- New search for: Kral, J.
In:
Potential theory
;
103-128
;
1996
-
ISBN:
- Conference paper / Print
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Title:Nonlinear potentials and quasilinear PDE's
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Contributors:
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Conference:International conference, Potential theory ; 1994 ; Kouty, Czech Republic
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Published in:Potential theory ; 103-128
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Publisher:
- New search for: Walter de Gruyter
-
Place of publication:New York
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Publication date:1996-01-01
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Size:26 pages
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ISBN:
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Type of media:Conference paper
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Type of material:Print
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Language:English
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Keywords:
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Source:
© Metadata Copyright the British Library Board and other contributors. All rights reserved.
Table of contents conference proceedings
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 1
-
Recollections, reflections, results - Introductory thoughts to the ICPT 94Bauer, H. et al. | 1996
- 9
-
Constructions of Dirichlet structuresBouleau, N. et al. | 1996
- 27
-
Les processus mentaur de la creationChoquet, G. et al. | 1996
- 51
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Harmonic approximationGardiner, S. J. et al. | 1996
- 67
-
Restricted mean value property and harmonic functionsHansen, W. et al. | 1996
- 91
-
Approximation properties of harmonic vector fields and differential formsHavin, V. P. et al. | 1996
- 103
-
Nonlinear potentials and quasilinear PDE'sMaly, J. et al. | 1996
- 129
-
Removability, geometric measure theory, and singular integralsMattila, P. et al. | 1996
- 147
-
Bernstein-Walsh type theorems for pluriharmonic functionsSiciak, J. et al. | 1996
- 167
-
Potentials for the Dirichlet problem in Lipschitz domainsVerchota, G. C. et al. | 1996
- 189
-
Dirichlet problem at infinity for harmonic functions on graphsWoess, W. et al. | 1996
- 219
-
Quasiadditivity and measure property of capacity and the tangential boundary behavior of harmonic functionsAikawa, H. / Borichev, A. A. et al. | 1996
- 229
-
The Riesz-Herglotz representation for positive harmonic functions via Choquet's theoremArmitage, D. H. et al. | 1996
- 233
-
Spherical harmonics and applications associated with the Weinstein operatorNahia, Z. B. / Salem, N. B. et al. | 1996
- 243
-
On a mean value property associated with the Weinstein operatorNahia, Z. B. / Salem, N. B. et al. | 1996
- 255
-
Once more about the semipolar sets and regular excessive functionsBeznea, L. / Boboc, N. et al. | 1996
- 275
-
Duality for semi-dynamical systemsBezzarga, M. / Bucur, G. et al. | 1996
- 287
-
Removable singularities for Hardy spaces in subdomains of CBjorn, A. et al. | 1996
- 297
-
Approximation by harmonic functionsBliedtner, J. et al. | 1996
- 303
-
Generalized radial limits and the best approach to boundariesBliedtner, J. / Loeb, P. A. et al. | 1996
- 311
-
Dilation operators in excessive structures; existence and uniquenessBoboc, N. / Bucur, G. et al. | 1996
- 341
-
On the harmonic morphism for the Kolmogorov type operatorsBrzezina, M. / Simunkova, M. et al. | 1996
- 359
-
Potentiels et attracteurs d'un systeme dynamiqueHmissi, M. et al. | 1996
- 367
-
Various approaches to the Dirichlet problem for non-local operators satisfying the positive maximum principleJacob, N. et al. | 1996
- 377
-
Estimates for eigenvalues of the LaplacianKroger, P. et al. | 1996
- 383
-
Fine A-supersolutions and finely A-superharmonic functionsLatvala, V. et al. | 1996
- 389
-
Remarks on modified Clifford analysisLeutwiler, H. et al. | 1996
- 399
-
Electric fields in domains with complicated structureMalyshev, P. V. / Malyshev, D. V. et al. | 1996
- 413
-
Renormalization on fractalsMetz, V. et al. | 1996
- 423
-
Estimates for the density of the area integralMoore, C. N. et al. | 1996
- 433
-
Tensor product of standard H-cones and dualityPopa, E. / Popa, L. et al. | 1996
- 443
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An example of packing related small setsPyrih, P. et al. | 1996
- 449
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On the domain of the generator of a subordinate semigroupSchilling, R. L. et al. | 1996
- 463
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The double layer potentials for a bounded domain with fractal boundaryWatanabe, H. et al. | 1996