On the Feller property of Dirichlet forms generated by pseudo differential operators
By René L. Schilling, T. Uemura. 2007
54 citations recorded by the source corpus.
Subfields: Finance, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/d469e939b3562cf22a249c01af7039c7d5ac82b8
How researchers see this paper
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In Finance
- M. Kassmann
- Zhen-Qing Chen
- Krzysztof Bogdan
- Bartłomiej Dyda
- Richard F. Bass
- Martin T. Barlow
- Renming Song
- Panki Kim
In Mathematical Physics
- M. Kassmann
- Zhen-Qing Chen
- Martin T. Barlow
- Richard F. Bass
- Bartłomiej Dyda
- Takashi Kumagai
- Krzysztof Bogdan
- Renming Song
Citations in the corpus
- The best constant in a fractional Hardy inequality (2008, background): “We suggest the former as a possible setup for studying Dirichlet boundary value problems for non-local integro-differential operators and the corresponding stochastic processes [30], [38] on subdomains of R [3], beyond the “convolutional” case of the whole of R [4], [21].”
- Non-local dirichlet forms and symmetric jump processes (2006, methodology): “See [ SU05 ] for related results for processes given in terms of pseudo-dierentia l operators.”
- Conservation property of symmetric jump processes (2011, unknown): “Moreover, since the symbol associated with the (L2)-generator of the Dirichlet form is indeed singular (see [20], Corollary 3.”