Curvelets and Wave Atoms for Mirror-Extended Images Laurent Demanet† and Lexing Ying‡ † Department of Mathematics, Stanford University, Stanford CA94305 ‡ Department of Mathematics, University of Texas at Austin, - Discrete transform - Document - PDFSEARCH.IO

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	Curvelets and Wave Atoms for Mirror-Extended Images Laurent Demanet† and Lexing Ying‡ † Department of Mathematics, Stanford University, Stanford CA94305 ‡ Department of Mathematics, University of Texas at Austin, Add to Reading List Document Date: 2013-08-09 15:51:52 Open Document File Size: 368,33 KB Share Result on Facebook City Austin / / Facility University of Texas / Stanford University / / IndustryTerm wave atom algorithms / wave atom algorithm / tensor products / seismic imaging / image processing / expected inner product / image processing applications / / Organization Department of Mathematics / University of Texas at Austin / Stanford University / / Person Lars Villemoes / / / ProvinceOrState Texas / / SportsLeague Stanford University / / Technology wave atom algorithm / ME wave atom algorithm / ME wave atom algorithms / image compression / JPEG / recombination / image processing / / URL http / SocialTag Algebra Digital signal processing Joseph Fourier Unitary operators Integral transforms Discrete cosine transform Fourier transform Curvelet Fourier series Mathematical analysis

Curvelets and Wave Atoms for Mirror-Extended Images Laurent Demanet† and Lexing Ying‡ † Department of Mathematics, Stanford University, Stanford CA94305 ‡ Department of Mathematics, University of Texas at Austin,Add to Reading List