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Econometrics / Functional analysis / Numerical linear algebra / Analysis of algorithms / Vector space / Matrix / Linear regression / Projection / Orthogonal matrix / Algebra / Mathematics / Linear algebra


The Fast Cauchy Transform and Faster Robust Linear Regression
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Document Date: 2012-10-29 14:51:57


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Output / Troy / /

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Bernstein / IBM / /

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Rensselaer Polytechnic Institute / Stanford University / /

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above algorithms / faster algorithms / improved algorithm / geometric algorithms / inner product / diagonal samBasis algorithm / ellipsoidal rounding algorithms / random sampling algorithm / deterministic algorithm / random sampling algorithms / related various geometric algorithms / pRegression algorithm / subspace-preserving sampling algorithms / subsequent algorithms / regression algorithm / /

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Petros / /

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Rensselaer Polytechnic Institute / Stanford University / /

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Kenneth L. Clarkson / Michael W. Mahoney Petros Drineas / Meng Malik Magdon-Ismail / David P. Woodruff / /

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Cowon D2+ Portable Audio Device / /

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California / New York / /

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Stanford University / /

Technology

random sampling algorithm / above algorithms / subsequent algorithms / main algorithm / A. FastL1Basis algorithm / ellipsoidal rounding algorithms / diagonal samBasis algorithm / subspace-preserving sampling algorithms / 4.2 Main Algorithm / FastLpRegression algorithm / randomized algorithms / time algorithm / FastCauchyRegression algorithm / optimized algorithm / deterministic algorithm / regression algorithm / FastLpBasis algorithm / one-pass conditioning algorithm / geometric algorithms / improved algorithm / dom / FastL1Basis algorithm / random sampling algorithms / pRegression algorithm / rounding algorithms / /

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