Christensen, Ole, 1966-
Christensen, Ole f. 1966
Christensen, Ole, 1966-...., mathématicienne
Christensen, Ole F.
Christensen, Ole
Ole Christensen researcher
VIAF ID: 117937139 ( Personal )
Permalink: http://viaf.org/viaf/117937139
Preferred Forms
- 100 1 _ ‡a Christensen, Ole
- 100 1 _ ‡a Christensen, Ole F.
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- 100 1 _ ‡a Christensen, Ole ‡d 1966-
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- 100 1 _ ‡a Christensen, Ole, ‡d 1966-
- 100 1 _ ‡a Christensen, Ole, ‡d 1966-...., ‡c mathématicienne
- 100 0 _ ‡a Ole Christensen ‡c researcher
4xx's: Alternate Name Forms (6)
5xx's: Related Names (4)
- 510 2 _ ‡a Danmarks Tekniske Universitet
- 510 2 _ ‡a Danmarks Tekniske Universitet ‡4 affi ‡4 https://d-nb.info/standards/elementset/gnd#affiliation ‡e Affiliation
- 510 2 _ ‡a Ph. D. Thesis
- 510 2 _ ‡a SpringerLink (Online service)
Works
Title | Sources |
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Analysing positive-valued spatial data | |
Analysis of spatial data using generalized linear mixed models and Langevin-type Markov chain Monte Carlo | |
Approximation theory : from Taylor polynomials to wavelets | |
Characterization of oblique dual frame pairs | |
Dansk Folkeparti og social dumping | |
Decomposition of Riesz frames and wavelets into a finite union of linearly independent sets | |
Density of Gabor frames | |
Differentialligninger og uendelige rækker | |
Drop nu de dårlige undskyldninger i erhvervet | |
Four short courses on harmonic analysis : wavelets, frames, time-frequency methods, and applications to signal and image analysis | |
Frame properties of wave packet systems in L↑2 (R↑d) | |
Frames and Schauder bases | |
Frames constructed as linear combinations of elements in a frame | |
Frames containing a Riesz basis and preservation of this property under perturbations | |
Frames of exponentials | |
Functions, spaces, and expansions : mathematical tools in physics and engineering | |
Generalized shift-invariant frames and duals for subspaces | |
Geometric ergodicity of Metropolis-Hastings algorithms for conditional simulation in generalised linear mixed models | |
Hilbert space frames containing a Riesz basis and Banach spaces which have no subspace isomorphic to cₒ | |
An introduction to frames and Riesz bases, 2002: | |
Irregular wavelet frames and Gabor frames | |
Linear independence in function spaces | |
Lower bounds for finite wavelet and Gabor systems | |
Methodology and applications in non-linear model-based geostatistics | |
Methods for approximation of the inverse (gabor) frame operator | |
Modern mathematical models, methods and algorithms for real world systems | |
Monte Carlo maximum likelihood in model-based geostatistics | |
p-frames in separable Banach spaces | |
Pairs of dual Gabor frame generators with compact support and desired frequency localization | |
Pairs of explicitly given dual Gabor frames in L↑2(R↑d) | |
Pertubations of Weyl-Heisenberg frames | |
Perturbation of frame sequences in shift-invariant spaces | |
Perturbation of operators and applications to frame theory | |
Perturbations of banach frames and atomic decompositions | |
Pseudo-likelihood analysis of context-dependent codon substitution models | |
Riesz frames and approximation of the frame coefficients | |
Riesz sequences of translates and generalized duals with support on (0,1) | |
Stability of wavelet frames with matrix dilations | |
Tests and confidence intervals for an extended variance component using the modified likelihood ratio statistic | |
Venstre sker bare efter billig arbejdskraft | |
Vrøvl, at mennesker er dømt til "evig død" | |
Wavelet frames and multiresolution analysis | |
The ¤finite section method and problems in frame theory | |
A ¤group-theoretical approach to Gabor analysis | |
The ¤reconstruction property in Banach spaces and a perturbation theorem |