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28篇 您的检索式:期刊名="SIAM J Scientific Computing"
    题名 作者 年代 出处 被引量
1Centroidal Voronoi Tessellation-based Reduce-order Modeling of Complex Systems显示文摘 Burkardt J Gunzburger M 2006SIAM J on Scientific Computing2006,28,2:1
2Principal manifolds and nonlinear dimensionality reduction via tangent space alignment显示文摘ZHANG Z ZHA H 2005SIAM J Scientific Computing2005,26,1:1
3Atomic de- composition by basis pursuit显示文摘Chen S S Donoho D L Saunders M A 1998SIAM J Scientific Computing1998,20,1:1
4Atomic decompo- sition by basis pursuit显示文摘Chen S S Donoho D L Saunders M A 1998SIAM J Scientific Computing1998,20,1:1
5A Direct Eulerian Muscl Scheme for Gas Dynamics 显示文摘Philip C 1985SIAM J Scientific Computing1985,6,1:1
6Multilevel methods for image registration 显示文摘Haber E Modersitzki J 2004SIAM J on SCientific Computing2004,27,:1
7GMRES:A generalized minimal residual algorithm for solving nonsymmetric linear systems显示文摘Saad Y Schultz M H 1986SIAM J Scientific and Statistical Computing1986,7,:1
8Principal manifolds and nonlinear dimen sionality reduction via tangent space alignment显示文摘Zhang Z ZHA H 2005SIAM J Scientific Computing2005,6,1:1
9Iterative methods for total variation denoising 显示文摘C R Vogel M E Oman 1996SIAM J Scientific Computing1996,39,12:1
10Alternating direction algorithms for 11- problems in compressive sensing显示文摘Yang J F Zhang Y 2011Society for Industrial and Applied Mathematics(SIAM) J on Scientific Computing2011,33,1:1
11An infeasible primal-dual algorithm for TV-based Inf-convolution-type image restoration 显示文摘M Hintermuller G Stadler 2006SIAM J Scientific Computing2006,28,1:1
12GMRES: A Generalized Minimal Residual Al-gorithm for Solving Nonsymmetric Linear Systems 显示文摘Y Saad M H Schultz 1986SIAM J Scientific and Statistical Computing1986,,7:1
13How Good is Recursive Bisection?显示文摘Simon H D Teng S H 1997SIAM J Scientific Computing1997,18,5:1
14Solution of two dimensional Riemann problems of gas dynamics by positive schemes显示文摘Lax P D Liu X D 1998SIAM J Scientific Computing1998,19,2:1
15Principal manifolds and nonlinear dimensionality reduction via tangent space alignment显示文摘Zhang Z Zha H 2005SIAM J Scientific Computing2005,6,1:1
16Centroidal Voronoi Tessellation-based Reduce-Order Modeling of Complex Systems显示文摘Lee H C Burkardt J Gunzburger M 2006SIAM J on Scientific Computing2006,28,2:1
17A limited-memory algorithm for bound-constrained optimization 显示文摘R H Byrd P Lu J Nocedal 1995SIAM J Scientific and Statistical Computing1995,16,5:1
18Principal Manifolds and Nonlinear Dimension Reduction via Local Tangent Space Alignment显示文摘Zhang Z Zha H 2005SIAM J Scientific Computing2005,26,1:1
19A Generalized Minimal Residual Algorithm for Solving Nonsymmetric Linear Systems 显示文摘SAAD Y SCHULTZ M H GMRES 1986SIAM J Scientific Computing1986,,7:1
20Adaptively preconditioned GMRES algorithm显示文摘J BAGLAMA D CALVETTI G H GOLUB L 1998SIAM J Scientific Computing1998,20,:1
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