Interpolation and sampling in spaces of analytic functions
By Kristian Seip. 2004
256 citations recorded by the source corpus.
Subfields: Applied Mathematics
View Paper: https://www.semanticscholar.org/paper/ea3f95bb22fb1b05b6215fcc534627667d976df7
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
- Brett D. Wick
- Eric T. Sawyer
- Nicola Arcozzi
- Richard Rochberg
- Luís Daniel Abreu
- Christopher Heil
- H. Fuehr
- Karlheinz Groechenig
Citations in the corpus
- The Dirichlet space: a survey (2010, background): “Kristian Seip [47] conjectures that, for a RKHS with the complete Nevanlinna–Pick property, these two conditions are sufficient for S to be interpolating.”
- Sampling and interpolation in Bargmann-Fock spaces of polyanalytic functions (2009, background): “Monograph [49] is a good introduction to sampling and interpolation and its interconnections with other branches of pure and applied mathematics.”
- Sampling theorems on locally compact groups from oscillation estimates (2005, background): “Sampling and interpolation problems form a whole branch of complex analysis [28].”
- Beurling-Malliavin theory for Toeplitz kernels (2007, unknown): “Denote h(x) = |x|−αw(x).”
- History and Evolution of the Density Theorem for Gabor Frames (2007, background): “We refer to Seip’s text [167] for a recent discussion of results on sampling and interpolation, and to [146] for recent results in higher dimensions.”