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Prof. Dr. Gerlind Plonka
University of Göttingen,
Institute for Numerical and Applied Mathematics
November 23, 2021
Selected talks:
Recovery of sparse signals from their Fourier coefficients
1W MINDS Seminar, June 3, 2021.
See Talk on youtube
Optimal Rank-1 Hankel Approximation of Matrices
CodEx Seminar, November 3, 2020.
See Talk on youtube
Reconstruction of non-stationary signals by the generalized Prony method
MAIA 2019, Multivariate Approximation and Interpolation with Applications, ESI Vienna, August 26-30, 2019.
See also Talk on youtube
On the Impact of Prony’s Method
16th Interntional Conference on Approximation Theory, Nashville, May 19-22, 2019.
Sparse Encoding Techniques in X-Ray Imaging
International Symposium SFB 755 Nanoscale Photonic Imaging, Venice (Italy), March 26-29, 2019.
Patch-Based Dictionary Learning for Sparse Image Approximation
SIAM Conference on Imaging Science, Bologna, June 5-8, 2018.
Reconstruction of non-stationary signals by the
generalized Prony method
International Conference on Approximation and Matrix Functions, Lille (France), May 31-June 1, 2018.
Computation of adaptive Fourier series by sparse
approximation of exponential sums
7th Interntional Conference on Computational Harmonic Analysis, Nashville, May 14-18, 2018.
Deterministic Sparse FFT Algorithms
The 27th Biennial Numerical Analysis Conference, Glasgow, June 27-30, 2017.
Ambiguities in One-dimensional Discrete
Phase Retrieval from Fourier Magnitudes
International Conference on Computational Harmonic Analysis, Shanghai (China), May 24-28, 2017.
Computational Harmonic Analysis Tools for Image Compression and Inpainting
Dagstuhl Seminar 16462: Inpainting-Based Image Compression, Schloss Dagstuhl,
November 14-18, 2016.
Sparse approximation by modified Prony method
Multivariate Approximation and Interpolation with Applications - MAIA, Luminy (France),
September 19-23, 2016.
Prony’s Method: Parameter identification and sparse approximation
Emmy Noether Lecture, Joint Annual Meeting of GAMM and DMV, Braunschweig, March 7-11, 2016.
Relation between total variation and persistence
distance and its application in signal processing
Dagstuhl Seminar: New Perspectives in Shape Analysis, Schloss Dagstuhl, February 9-14, 2014.
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