- Philipps-Universitat Marburg Weighted Coorbit Spaces and Banach Frames on Homogeneous Spaces
- Wavelets: History and Theory Wavelets: History and Theory
- Adaptive Wavelet Methods for Saddle Point Problems \Lambda Stephan Dahlke Reinhard Hochmuth Karsten Urban
- Generalized Coorbit Theory, Banach Frames, and the Relation to #--Modulation Spaces #
- Stable Multiscale Bases and Local Error Estimation for Elliptic Problems
- Nonseparable Orthonormal Interpolating Scaling Vectors
- Wavelets: Geschichte und Theorie Stephan Dahlke
- Nonlinear Approximation and Adaptive Techniques for Solving Elliptic Operator
- Call for Papers "Special Issue on the Occasion of
- Besov Regularity for Elliptic Boundary Value Stephan Dahlke
- Some Remarks on Quadrature Formulas for Re nable Functions and Wavelets
- Adaptive Frame Methods for Elliptic Operator Equations #
- Adaptive Wavelet Methods for Saddle Point Problems
- A Note on Interpolating Scaling Functions Stephan Dahlke
- Reconstruction of Radar Re ectivity Densities in a Narrowband Regime
- Philipps-Universitat Marburg FB 12 Mathematik und Informatik
- Coorbit Spaces and Banach Frames on Homogeneous Spaces with Applications to
- Besov Regularity for the Stokes Problem Stephan Dahlke \Lambda
- MULTILEVEL CHARACTERIZATIONS OF FUNCTION SPACES ON SKELETONS
- Philipps-Universitat Marburg FB 12 Mathematik und Informatik
- Weighted Coorbit Spaces and Banach Frames on Homogeneous Spaces
- SHEARLET COORBIT SPACES: TRACES AND EMBEDDINGS IN HIGHER DIMENSIONS EXTENDED VERSION
- Multi-implicit peer two-step W-methods for parallel time integration Bernhard A. Schmitt1
- Invariant Manifolds for Products of Random Diffeomorphisms
- Adaptive Frame Stephan Dahlke
- Generalized Coorbit Theory, Banach Frames, and the Relation to Modulation Spaces
- A New Approach to Interpolating Scaling Functions Stephan Dahlke \Lambda
- Parameter optimization for explicit parallel peer twostep methods
- Biorthogonal Box Spline Wavelet Bases Stephan Dahlke * , Karlheinz Grochenig y , and Vera Latour
- Besov Regularity for Elliptic Boundary Value Stephan Dahlke *
- Ein neuer Ansatz zur Konstruktion interpolierender
- Optimal Approximation of Elliptic Problems by Linear and Nonlinear Mappings
- Optimal Approximation of Elliptic Problems by Linear and Nonlinear Mappings II
- Quadrature Formulas for Re nable Functions and Wavelets II: Error Analysis
- Organisatoren: M. Hanke--Bourgeois
- Besov Regularity for Interface Problems Stephan Dahlke \Lambda
- Convergent Adaptive Wavelet Methods for the Stokes Problem ?
- Wavelets: Applications in Image Processing and Numerical Analysis
- A New Family of Interpolating Scaling Vectors Karsten Koch #
- Reconstruction of the Re ectivity Density by Wavelet Transforms
- Coorbit theory, multi--modulation frames and the concept of joint sparsity for medical multi-channel data analysis
- Interpolating Scaling Vectors Karsten Koch
- INTERPOLATING REFINABLE FUNCTIONS AND WAVELETS FOR GENERAL SCALING
- Wavelets: Grundlagen und Anwendungen Stephan Dahlke
- Adaptive Wavelet Schemes for Elliptic Problems { Implementation and Numerical Experiments
- The IGPM Villemoes Machine Arne Barinka , Stephan Dahlke y , and Nicole Mulders
- COORBIT SPACE THEORY FOR THE TOEPLITZ SHEARLET TRANSFORM STEPHAN DAHLKE, SOREN HAUSER, AND GERD TESCHKE
- On Multivariate Compactly Supported BiFrames
- Nonseparable Orthonormal Interpolating Scaling Vectors
- Compactly Supported Multivariate Wavelet Frames Obtained by Convolution
- Interpolating Scaling Vectors: Application to Signal and Image Denoising
- Fachbereich Mathematik und Informatik 35032 Marburg, den 20.06.08 der Philipps-Universitat Marburg Hans-Meerwein-Strae, Lahnberge
- Besov Regularity for the Poisson Equation in Smooth and Polyhedral Cones
- Optimal Approximation of Elliptic Problems II: Wavelet Methods
- Adaptive Application of Operators in Standard Representation #
- Philipps-Universitat Marburg FB 12 Mathematik und Informatik
