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- An Iterative Algorithm for Nonlinear Inverse Problems with Joint Sparsity Constraints in Vector Valued
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- WAVELET BASED METHODS FOR IMPROVED WIND PROFILER SIGNAL Volker Lehmann
- The Journal of Fourier Analysis and Applications "Online First"
- Advances in Computational Mathematics 18: 189209, 2003. 2003 Kluwer Academic Publishers. Printed in the Netherlands.
- THE UNCERTAINTY PRINCIPLE ASSOCIATED WITH THE CONTINUOUS SHEARLET TRANSFORM
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- Compressive sensing principles and iterative sparse recovery for inverse and ill-posed problems
- A partial di#erential equation for continuous nonlinear shrinkage filtering and its application for analyzing MMG
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- APPLICATIONS OF WAVELET METHODS TO THE ANALYSIS OF METEOROLOGICAL RADAR DATA --AN OVERVIEW
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- Advanced Intermittent Clutter Filtering for Radar Wind Profiler
- Multiscale Approximation S. Dahlke, K. Koch, M. Werner1
- A new framebased statistical strategy for bird migration clutter removal in wind profiler radar data
- Multi--frame representations in linear inverse problems with mixed multi--constraints
- Radon Series Comp. Appl. Math XX, 163 de Gruyter 20YY Sparse Recovery in Inverse Problems
- 3D CASCADED CONDENSATION TRACKING FOR MULTIPLE OBJECTS Matthias Ratsch
- Accelerated Projected Steepest Descent Method for Nonlinear Inverse Problems with Sparsity Constraints
- THE CONTINUOUS SHEARLET TRANSFORM IN HIGHER DIMENSIONS: VARIATIONS OF A THEME
- THE CONTINUOUS SHEARLET TRANSFORM IN ARBITRARY SPACE STEPHAN DAHLKE, GABRIELE STEIDL, AND GERD TESCHKE
- DFGSchwerpunktprogramm 1114 Mathematical methods for time series analysis and digital image
- IEEE TRANSACTION ON IMAGE PROCESSING, VOL. X, NO. XX, XXXXXX 2005 1 Wavelet Frame Accelerated
- Inverse Problems and Imaging Web site: http://www.aimSciences.org Volume 1, No. 1, 2007, 2946
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- Meteorologische Zeitschrift, Vol. 14, No. 5, 609-626 (October 2005) c by Gebrder Borntraeger 2005 Article
- A Wavelet Regularization for Nonlinear Diffusion Joana Soares
- The Journal of Fourier Analysis and Applications "Online First"
- Advances in Computational Mathematics 21: 147180, 2004. 2004 Kluwer Academic Publishers. Printed in the Netherlands.
- Wavelet-based Methods for Clutter Removal from Radar Wind Profiler Data
- Proceedings of ERAD (2002): 95103 c Copernicus GmbH 2002 Extraction and analysis of structural features in cloud radar and
- A new method to reconstruct radar reflectivities and Doppler information
- Radar wind profiler signal characteristics during bird migration episodes Volker Lehmann1 and Gerd Teschke2
- A TikhonovBased Projection Iteration for Nonlinear IllPosed Problems with Sparsity Constraints
- Coorbit theory, multi--modulation frames and the concept of joint sparsity for medical multi-channel data analysis
- Continuous wavelet methods in signal processing P. Maass, M. Ende, D. Kayser, W. Osten, G. Teschke
- Construction of Generalized Uncertainty Principles and Wavelets in Anisotropic Sobolev Spaces
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- Variational image restoration by means of wavelets: simultaneous decomposition, deblurring and
- 4.2-O A new intermittent clutter filtering algorithm for Radar Wind Profiler Volker Lehmann1 and Gerd Teschke2
- A Wavelet Based Numerical Method for Nonlinear Partial Di#erential Equations
- On some iterative concepts for image restoration Ingrid Daubechies
- A Wavelet-Galerkin Scheme for the Navier-Stokes N. Faustino
- A Regularization of Nonlinear Diffusion Equations in a Multiresolution Framework
- A Compressive Landweber Iteration for Solving Ill-Posed Inverse Problems
- The application of joint sparsity and total variation minimization algorithms to a real-life art restoration problem
- The Canonical Coherent States Associated With
- Over-complete Wavelet Approximation of a Support Vector Machine for Efficient Classification
- SHEARLET COORBIT SPACES: COMPACTLY SUPPORTED ANALYZING SHEARLETS, TRACES AND EMBEDDINGS
- Frames, Sparsity and Nonlinear Inverse Problems Gerd Teschke
- Wavelet based image decomposition by variational functionals I. Daubechies a and G. Teschke b
- SAMPLING THEORY IN SIGNAL AND IMAGE PROCESSING # 2004 SAMPLING PUBLISHING
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- Interpolating Scaling Functions with Duals Stephan Dahlke \Lambda
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