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A new hybrid method for image approximation using the easy path wavelet transform
The easy path wavelet transform (EPWT) has recently been proposed by one of the authors
as a tool for sparse representations of bivariate functions from discrete data, in particular …
as a tool for sparse representations of bivariate functions from discrete data, in particular …
A new sparse representation of seismic data using adaptive easy-path wavelet transform
Sparse representation of seismic data is a crucial step for seismic forward modeling and
seismic processing such as coherent noise separation, imaging, and sparsity-promoting …
seismic processing such as coherent noise separation, imaging, and sparsity-promoting …
[HTML][HTML] Optimal representation of piecewise Hölder smooth bivariate functions by the easy path wavelet transform
Abstract The Easy Path Wavelet Transform (EPWT)(Plonka, 2009)[26] has recently been
proposed by one of the authors as a tool for sparse representations of bivariate functions …
proposed by one of the authors as a tool for sparse representations of bivariate functions …
Optimally sparse image representation by the easy path wavelet transform
The Easy Path Wavelet Transform (EPWT), 20 has recently been proposed by one of the
authors as a tool for sparse representations of bivariate functions from discrete data, in …
authors as a tool for sparse representations of bivariate functions from discrete data, in …
[PDF][PDF] Wavelet shrinkage on paths for scattered data denoising
D Heinen, G Plonka - Preprint, 2012 - dfg-spp1324.de
We propose a new algorithm for denoising of multivariate function values given at scattered
points in Rd. The method is based on the one-dimensional wavelet transform that is applied …
points in Rd. The method is based on the one-dimensional wavelet transform that is applied …
Wavelet shrinkage on paths for denoising of scattered data
D Heinen, G Plonka - Results in Mathematics, 2012 - Springer
We propose a new algorithm for denoising of multivariate function values given at scattered
points in R^ d. The method is based on the one-dimensional wavelet transform that is …
points in R^ d. The method is based on the one-dimensional wavelet transform that is …
Adaptive Approximation Algorithms for Sparse Data Representation
M Guillemard, D Heinen, A Iske… - … from Complex Systems, 2014 - Springer
We survey our latest results on the development and analysis of adaptive approximation
algorithms for sparse data representation, where special emphasis is placed on the Easy …
algorithms for sparse data representation, where special emphasis is placed on the Easy …
Adaptive waveletmethoden zur approximation von bildern
S Tenorth - 2011 - ediss.uni-goettingen.de
Diese Dissertation befasst sich mit adaptiven Waveletmethoden zur Approximation von
Bildern. Zuerst wird die Easy-Path-Wavelet-Transformation vorgestellt. Dies ist eine adaptive …
Bildern. Zuerst wird die Easy-Path-Wavelet-Transformation vorgestellt. Dies ist eine adaptive …
Image approximation by a hybrid method based on the Easy Path Wavelet Transform
The Easy Path Wavelet Transform (EPWT) has recently been proposed by one of the
authors as a tool for sparse representations of bivariate functions from discrete data, in …
authors as a tool for sparse representations of bivariate functions from discrete data, in …
[PDF][PDF] Thoughts on Harmonic Analysis on the Sphere: spherical wavelet frames and kernels
Y Sun - 2020 - depositonce.tu-berlin.de
In the central spirit of harmonic analysis lies the concept of effectively decomposing,
analyzing and representing functions or functionals. It has lead to the flourish of Fourier …
analyzing and representing functions or functionals. It has lead to the flourish of Fourier …