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Wavelets / Unitary operators / Time–frequency analysis / Curvelet / Wavelet / Fourier transform / Discrete transform / Integral transform / Mathematical analysis / Fourier analysis / Digital signal processing


Fast Discrete Curvelet Transforms Emmanuel Cand`es† , Laurent Demanet† , David Donoho] and Lexing Ying† † Applied and Computational Mathematics, Caltech, Pasadena, CADepartment of Statistics, Stanford Un
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Document Date: 2005-08-14 12:22:28

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File Size: 1,82 MB

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Pasadena / /

Facility

Stanford University / /

IndustryTerm

biomedical imaging / mathematical and computational tools / rapid inversion algorithms / pre-processing step / solution operator / immediate applications / signal processing / numerical algorithms / inner product / large scale scientific applications / possible applications / image processing / scientific computing / important medical applications / /

Organization

Department of Energy / National Science Foundation / Stanford University / Department of Statistics / /

Person

Emmanuel Cand`es / Laurent Demanet / Felix Herrmann / David Donoho / Eric Verschuur / /

ProgrammingLanguage

C / /

ProvinceOrState

California / /

SportsLeague

Stanford University / /

Technology

rapid inversion algorithms / FFT algorithm / image processing / tomography / /

URL

http /

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