


Abramovich, Felix  Shrinkage, nonparametric regression, smoothing methods, inverse problems.

Bekkouche, Hocine  Lossless/lossy image compression, signaladapted filter banks, estimation theory.

Beylkin, Gregory  Numerical analysis, data compression, differential equations.

Blu, Thierry  Wavelets, multiresolution and approximation with applications in functional MRI, Optical Coherence Tomography.


Candès, Emmanuel  Computational harmonic analysis, approximation theory, statistical estimation, noise removal, data compression, scientific computing, ridgelets, curvelets.

Cosman, Pamela  Video compression, visibility of packet losses in compressed video.

Daubechies, Ingrid  Wavelet theory, time frequency analysis, data compression, compactly supported wavelets.


Duval, Laurent  Signal and image applications (denoising, estimation) of wavelets and filter banks (geosciences, combustion analysis); WITS: wavelet names.

Donoho, David  Statistical applications, signal denoising, curvelets, ridgelets.



Jacques, Laurent  Image analysis with directional dyadic wavelet frames, wavelets on the sphere.

Jorgensen, Palle  Lists recent research papers, a sample of a recent book, and specific areas of interest (fractals, dynamical systems).

Kaiser, Gerald  Harmonic analysis, Partial Differential Equations, wavelets, physicsbased signal and image processing.

Kolaczyk, Eric D.  Statistical modeling of instrumental data in temporal, spatial, and spatiotemporal contexts.

Kovacevic, Jelena  Wavelets, frames, biomedical signal processing, multirate signal processing, data compression and signal processing for communications.

Kulesh, Michail  Wavelet deformation algebra and its application to the analysis of seismic signals.

Lemire, Daniel  Wavelet filter design and interpolatory subdivision schemes.

Mallat, Stéphane  Image compression, deconvolution, spectral estimation, matching pursuit, wavelet networks, texture gradient, bandelets.

Meyer, Francois  Adaptive wavelet packet and local cosine image compression, brushlets (adaptive basis of functions reasonably well localized with only one peak in frequency).

Nason, Guy  Curve and surface estimation, time series analysis, experimental design, data analysis.

Ogden, Todd  Analysis of brain imaging data, nonparametric regression, wavelets, statistical computing, functional data analysis, changepoint problems.



Saito, Naoki  Applied and computational harmonic analysis, image analysis, pattern recognition, data compression, statistical signal processing, human and machine vision, geophysical inverse problems.



Selesnick, Ivan  Waveletbased image/video processing, with focus on the design, implementation, and applications of new oriented multidimensional wavelet transforms.


Simoncelli, Eero P.  Multiresolution statistical image models, with application to compression, denoising, texture synthesis, and computational neuroscience.



Tewfik, Ahmed H.  Signal processing for multimedia (in particular watermarking, data hiding and contentbased retrieval) and heart diagnostic from acoustic measurements.

Unser, Michael  Sampling theories, multiresolution algorithms, wavelets, and the use of splines for image processing.

Vandergheynst, Pierre  Harmonic analysis, information theory, nonlinear image representations and mathematical image analysis with applications to higher dimensional data processing.

Vetterli, Martin  Multirate signal processing, computational complexity, digital video processing, and compression.



Zakhor, Avideh  Video and image processing, Matching Pursuit, 3D models.

Zhang, Yu  Wavelet analysis, time frequency representation, general signals and systems, and applications in medical ultrasound signal processing.




Wavelets Resources at MathSoft
Good and vast bibliography, lots of papers (preprints) of great authors, subdivided by argument. Also links to waveletsrelated software are available. A very good page!

Rice DSP Publication Archives
Lots (really lots) of papers on Wavelets, FFT, software...Rice University site is well organized and rich in materials. If are interested in latest research, you can also find the Techincal Reports of the past years, all available in electronic format (see CML). It is generally quite fast in download. Reserve a bookmark for this!

I. Daubechies' home page
The home page of the great researcher in Wavelets. Daubechies' studies in wavelet theory have brought to many important achievements. One of the most important is her study and characterization of compactly supported (i.e. with "finite length in time") wavelets, which are , most rightly, named after her.

An Introduction to Wavelets
A simple introductory article (by Amara Grasp) which presents basic ideas in Wavelet theory and some of their applications (did you know that FBI fingerprint archives are compressed with wavelets?). The home page is at Amara's page.

Wavelet.org
This is a really good site on wavelets, featuring sections on the latest news in wavelets' world and on the current research. Here you will be also given the opportunity to subscribe (free of charge) to the Wavelet Digest, an electronic journal you can periodically receive by email: it contains links to papers available on the web, current lines of research in related topics, calendars of waveletrelated events, questions and answers from other waveleteers.
On the site you will also find pages of links to other sites, to papers, books, software...
Don't miss this!

Numerical Harmonic Analysis Group (NUHAG)
This group's research interests are principally in Gabor Analysis, Banach algebras, and applications. You can also subscribe (free of charge) the electronic journal of the group, dealing mainly with current lines of development and research in Gabor Analysis, group representation, Wiener algebras...and much, much more. A wide collection of papers (available in electronic format) of the NUHAG members is also available.

Wavelet Papers
A site collecting some papers on wavelets.

Wim Sweldens' Selected publications Many good papers of recognized researchers in Wavelets and new lines of research in related sectors.

Wavelets at MIT Researching group in Wavelets at MIT. Applications of wavelets to image compression and to algorithms for solving partial differential equations are considered. Some papers are also available.

Wavelets References and Homepages
Page containing a list of links to homepages on wavelets and to other wavelet related sites on the Web.

Wavelets  Internet Resources
Lots of good links to available papers, homepages, courses on Wavelets and their applications. Last time I visited it, some suggested links were broken, but here you can find so many of them that you won't worry if some aren't up to date.

Wavelet links at WashU of St.Louis
List of Web resources on wavelets and related topics.

Papers on Wavelets

Wavelet Image Compression
Application of Wavelets to image compression has given very good results, and the studies for improving the efficiency and speed of these methods are making them always more and more widespread. You won't be surprised if in a year you digital photo camera will use wavelet compression to contain more and more films and photos.
At last, the high end of compression seems to be in joining Wavelet and Fractal techniques. See for example Fractal Image Compression (site and introductory article ) or Fractal Image Compression Bibliography for a (quite long) bibliography (without links: only books and papers).

Wavelets for retarded
A simple introduction to wavelets.

Bell Labs Wavelet Group

Yale's University Wavelet Resources

Dragon Applet
Applet that illustrates the links between iterative methods and wavelets.

Wavelet Image Compression Theory
 Wavelet Resources are compendiums of online research papers useful to wavelets and their various applications to field such as mathematics, physics and engineering. (Thank Amber Sullivan for informing me this website)

