Math: Numerical Analysis: Wavelets: Researchers: Page 2

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	Home: Math: Numerical Analysis: Wavelets: Researchers: Page 2 LINKS:   Pages: [<<] 1 2 Naoki Saito http://www.math.ucdavis.edu/~saito/ Includes publications, biographical information, resource links and an essay about success. Research interests in: Applied and computational harmonic analysis, image analysis, pattern recognition, data compression, statistical signal processing, human and machine vision, geophysical inverse problems. Hans Georg Feichtingers http://www.univie.ac.at/NuHAG/FEI/ Scattered approximation, Gabor expansions, wavelet theory. C. S. Salimath http://www.geocities.com/salimaths/ Applications of wavelets. Yuping Wang http://www.adires.com/~wyp/HomePage.html Advanced Digital Imaging Research, League City, TX. Wavelet research on medical imaging. Kesan, Jayakanth S. http://students.uta.edu/jx/jxs3715/ University of Texas at Arlington. Application of Wavelets in Image Processing as applied in display products particularly for consumer electronic devices. Silverman, Bernard http://www.stats.ox.ac.uk/people/silverma/ St Peter's College, Oxford, UK. Statistical applications, wavelet regression, mixture problems. Julian Magarey http://www-sigproc.eng.cam.ac.uk/oldhomes/jfam/public_html/ University of Cambridge. Multiresolution image sequence processing, wavelet transforms, and computer vision, complex wavelets for motion estimation. Yu Zhang http://www.mayhu.com/ Wavelet analysis, time frequency representation, general signals and systems, and applications in medical ultrasound signal processing. Cena, Bernard (Sven) http://www.csse.uwa.edu.au/~bernard/ University of Western Australia. Multidimensional data visualisation. Gerald Kaiser http://www.wavelets.com/ Harmonic analysis, PDE, wavelets, physics-based signal and image processing. Michael Unser http://bigwww.epfl.ch/unser/ Sampling theories, multiresolution algorithms, wavelets, and the use of splines for image processing.   Pages: [<<] 1 2

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