Function spaces related to continuous negative definite functions: ψ-Bessel potential spaces
By Walter Farkas, N. Jacob, René L. Schilling. 2001
92 citations recorded by the source corpus.
Subfields: Applied Mathematics, Geometry and Topology, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/3bca12b28aa95f924f4bfe5869bbd5745e8f7f8c
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Applied Mathematics
- Hans-Gerd Leopold
- Yimin Xiao
- Davar Khoshnevisan
- Walter Farkas
- Marcin Bownik
- H. Kempka
- Oscar Domínguez
- Jan Vyb'iral
In Geometry and Topology
In Mathematical Physics
- Yimin Xiao
- Davar Khoshnevisan
- Hans-Gerd Leopold
- Walter Farkas
- Marcin Bownik
- Dongsheng Wu
- B. Mandel
- Robert C. Dalang
Citations in the corpus
- Levy processes and Fourier multipliers (2006, unknown): “results for anisotropic Sobolev spaces as in [ 9, Section 2.3 ], [13, Section 3.1].”
- Harmonic analysis of additive Lévy processes (2007, background): “Farkas, Walter, Niels Jacob, and René L. Schilling.”
- The refined Sobolev scale, interpolation and elliptic problems (2012, unknown): “Schilling [27], W.”
- Characterisations of function spaces of generalised smoothness (2006, methodology): “We have already mentioned in the Introduction as well as in Section 3.3 that in [FJS01a] and [ FJS01b ] Bessel potential spaces H ψ,s p (R n ) associated to a continuous negative definite function ψ : R n → R were introduced and studied in the context of constructing a Markov process starting in eve”