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75篇 您的检索式:作者名="PLEMMONS R"
    题名 作者 年代 出处 被引量
1Nonnegative matrix factorization for spectral data analysis显示文摘Pauca U Piper J Plemmons R 2006Linear Algebra and Application2006,416,1:1
2Generalized inverses of toeplitz matrix显示文摘Cline R E Plemmons R J Worm G 1974Linear Algebra Appl1974,8,:1
3Optimal p-cyclic SOR显示文摘Hadjidimos A Plemmons R J 1994Numer Math1994,67,:1
4Fast al- gorithms for phase diversity-based blind deconvolu- tion 显示文摘VOGEL C R CHAN T PLEMMONS R 1998SPIE1998,3353,:1
5Least square modifications with inverse factorizationt Parallel implications显示文摘Pan C T Plemmons R J 1989Comput Appl Math1989,27,:1
6Semi-conjugate direction methods for real positive definite systems显示文摘Yuan J Gloub G Plemmons R Cecillo W 2004BIT Numerical Mathematics2004,44,1:1
7Generalized inverses of Boolean matrices显示文摘Plemmons R J 1971Siam J Appl Math1971,20,:1
8Convergence of a direct-iterative method for large-scale least squares problems显示文摘Markham T L Neumann M Plemmons R J 1985Linear Algebra Appl1985,69,:1
9Coupled Segmentation and Denoising/Deblurring Models for Hyperspectral Material Identification显示文摘Li F Ng M Plemmons R 2012Numerical Linear Algebra2012,19,1:1
10Regularization of RIF blind image deconvolution 显示文摘M Ng R Plemmons S Qiao 2000IEEE Transactions on2000,9,6:1
11Nonnegative Matrix Factorization for Spectral Data Analysis 显示文摘PAURA V P PIPER J PLEMMONS R J 2006Linear Algebra and Applications2006,416,7:1
12Intergrated optical- digital approaches for enhancing image restoration and focus invari- ance显示文摘Pauca V P Plemmons R J Prasad S T 2003Proc of SPIE2003,5205,:1
13Fast algorithms for phase diversity-based blind deconvolution显示文摘Vogel C R Chart T Plemmons R 1998SPIE1998,3353,:1
14Fast al- gorithms for phase diversity-based blind deconvolu- tion显示文摘VOGEL C R CHAN T PLEMMONS R 1998SPIE1998,3353,:1
15M-matrix characterizations Ⅰ:Nonsingular M-matrices显示文摘Plemmons R J 1977Linear Algebra and its Applications1977,18,:1
16Generalized inverses of certain Toeplitz matrices显示文摘CLINE R E PLEMMONS R J WORM G 0,,:1
17Convergence of parallel multi-splitting iter-ative methods for M-matrices 显示文摘NEUMANNM PLEMMONS R J 1987Linear Algebra Ap-pl1987,,8889:1
18Cones and iterative methods for best least squares solutions of linear systems显示文摘Berman A Plemmons R 0,,:1
19Convergence of a direct-iterative method for large-scale least-squares problems显示文摘Markham T L Neumann M Plemmons R J 1985Linear Algebra and its Applications1985,69,:1
20On the semigroup of binary relations显示文摘R J PLEMMONS M T WEST 1970Pacific J Math1970,35,:1
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