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Papers Numerical methods Image recognition Tompkins Kossentini Fast segmentation algorithm for bi level image compression using JBIG2 djv

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/_Papers/Numerical_methods/Image recognition/Tompkins, Kossentini. Fast segmentation algorithm for bi-level image compression using JBIG2(T)(5.djv

128.3 KB

/_Papers/Numerical_methods/Image recognition/Donoho, Huo. Beamlets and multiscale image processing (2001)(T)(48s).djvu

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/_Papers/Numerical_methods/Image recognition/Ye, Cossman. Fast and memory-efficient JBIG2 encoder (ICASSP 2001)(4s).pdf

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/_Papers/Numerical_methods/Image recognition/Donoho, Flesia. Digital ridgelet transform based on true ridge functions (2001)(T)(C)(33s).djvu

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/_Papers/Numerical_methods/Image recognition/Hel-Or, Hel-Or. Real time pattern matching using projection kernels (draft, 2003)(T)(27s).djvu

342.0 KB

/_Papers/Numerical_methods/Image recognition/Howard et al. The emerging JBIG2 standard(T)(27s).djvu

423.0 KB

/_Papers/Numerical_methods/Image recognition/Toutin T. Geometric processing of remote sensing images.. models, algorithms and methods (review).djv

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/_Papers/Numerical_methods/Image recognition/Arias-Castro, Donoho, Huo. Near-optimal detection of geometric objects by fast multiscale methods.djv

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/_Papers/Numerical_methods/Error function/Gautschi. Algorithm 363, error function(2s).djvu

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/_Papers/Numerical_methods/Hueper. Calculus approach to matrix eigenvalue algorithms (habil.Diss. Wuerzburg, 2002)(81s).pdf

368.7 KB

/_Papers/Numerical_methods/Integer factoring/Lenstra, Lenstra, Manasse, Pollard. The number field sieve (T)(9s).djvu

124.4 KB

/_Papers/Numerical_methods/Quadratures/Ammar, Benner, Mehrmann. Multishift algorithm for numerical solution of algebraic Riccati equatio.djv

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/_Papers/Numerical_methods/Beta,Gamma functions/Jones, Thron. Computation of incomplete Gamma function in the complex domain (JCAM 1985)(C)(17s).djvu

664.2 KB

/_Papers/Numerical_methods/Goldberg D. What every computer scientist should know about floating-point arithmetic (ACM, 1991).djv

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/_Papers/Numerical_methods/Goldberg D. What every computer scientist should know about floating-point arithmetic (ACM, 1991).pdf

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