Potential Theory
eBook - PDF

Potential Theory

  1. 412 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Potential Theory

Book details
Table of contents
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Information

Publisher
De Gruyter
Year
2011
ISBN
9783110859065
Edition
1
Topic
Mathematics
Subtopic
Mathematics General
Index
Mathematics

Table of contents

  1. Preface
  2. Organizing Committee and Consultative Committee
  3. Invited Lectures
  4. Lp potential theory techniques and nonlinear PDE
  5. Applications of Choquet theory to potential theory
  6. One version non linéaire du théorÚme de Hunt
  7. Strict isoperimetric inequalities and asymmetry
  8. Nonlinear potential theory
  9. Potential theory and quasiconformal mappings
  10. Maximal inequalities and potential theory
  11. The boundary behaviour of solutions of the Dirichlet problem
  12. Capacities in function theory
  13. Potential theory on non-locally compact space via Dirichlet forms
  14. The Martin compactification of a symmetric space of non-compact type at the bottom of the positive spectrum : An introduction
  15. Level sets and the Green function
  16. Contributed Papers
  17. Local properties of solutions to equations involving square Hörmander’s operators
  18. On the generalized Neumann problem
  19. Principe de Picard pour les mesures invariantes par rotation et applications
  20. Measure and capacity of exceptional sets arising in estimations of ÎŽ-subharmonic functions
  21. Balayage spaces, standard H-cones and hyperharmonic cones
  22. On the thermoelastic potential in three-dimensional hyperbolic thermoelasticity theory
  23. Representations and estimates for inverse operators of the potential theory integral equations in a polyhedron
  24. Use of single layer potential in mixed problems of elasticity
  25. Discretization of bounded harmonic functions on Riemannian manifolds and entropy
  26. Capacities and mappings quasiconformal in the mean
  27. Beppo Levi spaces and Riesz potential spaces
  28. Boundary limits of harmonic functions in Sobolev-Orlicz classes
  29. Positive harmonic functions on rotationary symmetric Riemannian manifolds
  30. Examples of stable Martin boundaries of Markov chains
  31. Comparison of liminf and fine liminf of positive superharmonic functions
  32. Some problems of the potential theory for Schrödinger operator with singular potential
  33. Potential theory for Helmholtz operator and nonlinear eigenvalue problems
  34. On stationary points of the energy integral
  35. Application of potential theory in biharmonic analysis
  36. Sobolev imbeddings and integrability of harmonic functions on Holder domains
  37. An estimate of harmonic measure with an application to subharmonic functions
  38. Kuramochi boundaries of Riemannian manifolds
  39. On axiomatic non-linear potential theory
  40. The Neumann problem and Hausdorff measures
  41. On potential extension and capacity on harmonic spaces
  42. Singularities of the solution of integral equations of potential theory arising in problems of elasticity for non-homogeneous media
  43. Appendices
  44. List of participants
  45. List of non-participating contributors
  46. List of lectures