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Researchers Wavelets Numerical Analysis


Researchers Wavelets Numerical Analysis

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Top: Science: Math: Numerical_Analysis: Wavelets: Researchers:

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- Statistical applications, signal denoising, curvlets, ridgelets.


  • - Video and image processing, Matching Pursuit.
  • - Wavelets, frames, biomedical signal processing, multirate signal processing, data compression and signal processing for communications.
  • - Wavelets and statistical modelling.
  • - Application of Wavelets in Image Processing as applied in display products particularly for consumer electronic devices.
  • - Wavelet history, bayesian inference, statistical modeling.
  • - Numerical analysis, data compression, differential equations.
  • - The wavelet deformation algebra and its application to the analysis of seismic signals.
  • - Curvelets, numerical analysis and scientific computing.
  • - Signal and image processing, noise reduction, image enhancement, data compression.
  • - Advanced Digital Imaging Research, League City, TX. Wavelet research on medical imaging.
  • - Sampling theories, multiresolution algorithms, wavelets, and the use of splines for image processing.
  • - Analysis of brain imaging data, nonparametric regression, wavelets, statistical computing, functional data analysis, change-point problems.
  • - Image and video compression, image restoration.
  • - Image compression, wavelets, and curve approximation theory.
  • - Signal compression, fingerprint image compression, MPEG motion estimation techniques.
  • - Applications of wavelets.
  • - Multiresolution statistical image models, with application to compression, denoising, texture synthesis, and computational neuroscience.
  • - Applied and computational harmonic analysis, image analysis, pattern recognition, data compression, statistical signal processing, human and machine vision, geophysical inverse problems.
  • - Shrinkage, nonparametric regression, smoothing methods, inverse problems.
  • - Wavelet theory, time frequency analysis, data compression, compactly supported wavelets.
  • - Statistical modeling of instrumental data in temporal, spatial, and spatio-temporal contexts.
  • - Lists recent research papers, a sample of a recent book, and specific areas of interest.
  • - Wavelet theory, lifting scheme.
  • - Curve and surface estimation, time series analysis, experimental design, data analysis.
  • - Instantaneous frequencies and amplitudes of signal components; application to glass structure.
  • - University of Cambridge. Multiresolution image sequence processing, wavelet transforms, and computer vision, complex wavelets for motion estimation.
  • - Scattered approximation, Gabor expansions, wavelet theory.
  • - University of Western Australia. Multidimensional data visualisation.
  • - Wavelets, frames, packet erasure coding.
  • - Wavelet filter design and interpolatory subdivision schemes.
  • - Wavelet analysis, time frequency representation, general signals and systems, and applications in medical ultrasound signal processing.
  • - Lossless/Lossy image compression, signal-adapted filter banks, estimation theory.
  • - Multirate signal processing, computational complexity, digital video processing, and compression.
  • - Signal processing for multimedia (in particular watermarking, data hiding and content-based retrieval) and heart diagnostic from acoustic measurements.
  • - Harmonic analysis, PDE, wavelets, physics-based signal and image processing.
  • - Image compression, deconvolution, spectral estimation, matching pursuit, wavelet networks, texture gradient.
  • - Statistical applications, shrinkage, data analysis.
  • - Statistical applications, wavelet regression, mixture problems.
  • - A list of home pages, maintained by Andreas Klappenecker.



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