Comparability and regularity estimates for symmetric nonlocal Dirichlet forms

Dyda B, Kaßmann M (2011)
arXiv:1109.6812.

Preprint | Englisch
 
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Autor*in
Dyda, Bartłomiej; Kaßmann, MoritzUniBi
Abstract / Bemerkung
The aim of this work is to study comparability of nonlocal Dirichlet forms. We provide sufficient conditions on the kernel for local and global comparability. As an application we prove a-priori estimates in H\"{o}lder spaces for solutions to integrodifferential equations. These solutions are defined with the help of symmetric nonlocal Dirichlet forms.
Erscheinungsjahr
2011
Zeitschriftentitel
arXiv:1109.6812
Page URI
https://pub.uni-bielefeld.de/record/2956125

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Dyda B, Kaßmann M. Comparability and regularity estimates for symmetric nonlocal Dirichlet forms. arXiv:1109.6812. 2011.
Dyda, B., & Kaßmann, M. (2011). Comparability and regularity estimates for symmetric nonlocal Dirichlet forms. arXiv:1109.6812
Dyda, B., and Kaßmann, M. (2011). Comparability and regularity estimates for symmetric nonlocal Dirichlet forms. arXiv:1109.6812.
Dyda, B., & Kaßmann, M., 2011. Comparability and regularity estimates for symmetric nonlocal Dirichlet forms. arXiv:1109.6812.
B. Dyda and M. Kaßmann, “Comparability and regularity estimates for symmetric nonlocal Dirichlet forms”, arXiv:1109.6812, 2011.
Dyda, B., Kaßmann, M.: Comparability and regularity estimates for symmetric nonlocal Dirichlet forms. arXiv:1109.6812. (2011).
Dyda, Bartłomiej, and Kaßmann, Moritz. “Comparability and regularity estimates for symmetric nonlocal Dirichlet forms”. arXiv:1109.6812 (2011).

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