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16篇 您的检索式:作者名="DRINEAS P"
    题名 作者 年代 出处 被引量
1Fast Monte Carlo al- gorithms for matrices ii: Computing low-rank approximations to a matrix 显示文摘DRINEAS P KANNAN R MAHONEY M W 2006SIAM Journal of Computing2006,36,:1
2Clustering large graphs via the singular value decomposition显示文摘DRINEAS P FRIEZE A KANNAN R 2004Machine Learning2004,56,13:1
3On the Nystrom method for approxi- mating a Gram matrix for improved kernel-based learning显示文摘Drineas P Mahoney M W 2005Journal of Machine Learning Research2005,6,:1
4Sampling algorithms for L2 regression and applications 显示文摘Drineas P Mahoney M W Muthukrishnan S 2006Proceedings of the 17th Annual ACM-SIAM Symposium on Discrete Algorithms2006,59,5:1
5Faster least squares 显示文摘Drineas P Mahoney M W Muthukrishnan S Sarlos T 2011Numerische Mathe- matik2011,117,:1
6Fast Monte Carlo algorithms for matrices II computing a low rank ap- proximation to a matrix显示文摘Drineas P Kannan R Mahoney M W 2006SIAM Journal on Compu- ting2006,36,15:1
7Fast approximation of matrix coherence and statistical leverage 显示文摘Drineas P Magdon-Ismail M Mahoney M W 2012The Journal of Machine Learning Research2012,13,1:1
8On the Nystrom for approximat- ing a Gram matrix for improved kernel-based learning显示文摘Drineas P Mahoney M W 2005Journal of Machine Learning Research2005,6,:1
9Fast Monte Carlo algorithm for matrices II:computing a low-rank approx-imation to a matrix显示文摘Drineas P Kannan R Mahoney M W 0,,1:1
10Fast monte carlo algorithms for matrices I : Approximating matrix multiplication 显示文摘Drineas P Kannan R Mahoney M 2006SIAM Journal on Computing2006,36,1:1
11On the Nystrom method for approximating a Gram matrix for improved kernel-based learning 显示文摘Drineas P Mahoney M 2005Journal of Machine Learning Research2005,6,:1
12On the nystrom method for ap- proximating a gram matrix for improved kernel - based learning 显示文摘DRINEAS P MAHONEY M W 2005Journal of Machine Learning Research2005,6,:1
13On the Nystr(o)m method for approximating a Gram matrix for improved kernel-based learning显示文摘Drineas P Mahoney M 0,,:1
14Fast Monte Carlo algorithms for matrices Ⅰ:Approximating matrix multiplication显示文摘Drineas p Kannan R Mahoney M 0,,01:1
15Fast approximation of matrix coherence and statistical leverage 显示文摘Drineas P Magdon-Ismail M Mahoney M W 2012The Journal of Machine Learning Research2012,13,1:1
16CUR matrix decompositions for improved data analysis显示文摘Mahoney M W Drineas P 2009Proceedings of the National Academy of Sciences2009,106,3:1
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