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39篇 您的检索式：期刊名="J Scientific Computing"

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	题名	作者	年代	出处	被引量
1	Centroidal Voronoi Tessellation-based Reduce-order Modeling of Complex Systems显示文摘	Burkardt J Gunzburger M	2006	SIAM J on Scientific Computing2006，28，2：	1
2	Principal manifolds and nonlinear dimensionality reduction via tangent space alignment显示文摘	ZHANG Z ZHA H	2005	SIAM J Scientific Computing2005，26，1：	1
3	The renormalization group, the ε expansion and derivation of turbulence models 显示文摘	Yakhot V Smilh L M	1992	J of Scientific Computing1992，，7：	1
4	Atomic de- composition by basis pursuit显示文摘	Chen S S Donoho D L Saunders M A	1998	SIAM J Scientific Computing1998，20，1：	1
5	Renormalization group analysis of turbulence : basic theory显示文摘	Yakhot V Orszag S A	1986	J Scientific Computing1986，1，3：	1
6	Atomic decompo- sition by basis pursuit显示文摘	Chen S S Donoho D L Saunders M A	1998	SIAM J Scientific Computing1998，20，1：	1
7	A Direct Eulerian Muscl Scheme for Gas Dynamics 显示文摘	Philip C	1985	SIAM J Scientific Computing1985，6，1：	1
8	Atomic decomposition by basis pursuit显示文摘	Chen S S Donoho D L Saunders M A	1999	Society for Industrial and Applied Mathematics J of Scientific Computing1999，20，1：	1
9	Multilevel methods for image registration 显示文摘	Haber E Modersitzki J	2004	SIAM J on SCientific Computing2004，27，：	1
10	Quadrature method for periodic singular and weakly singular Fredholm integral equations显示文摘	Sidi A Israeli M	1988	J Scientific Computing1988，3，：	1
11	GMRES:A generalized minimal residual algorithm for solving nonsymmetric linear systems显示文摘	Saad Y Schultz M H	1986	SIAM J Scientific and Statistical Computing1986，7，：	1
12	Renormalization group analysis of turbulence basic theory显示文摘	Yackot V Orzag S A	1986	J of Scientific Computation1986，1，1：	1
13	Principal manifolds and nonlinear dimen sionality reduction via tangent space alignment显示文摘	Zhang Z ZHA H	2005	SIAM J Scientific Computing2005，6，1：	1
14	Iterative methods for total variation denoising 显示文摘	C R Vogel M E Oman	1996	SIAM J Scientific Computing1996，39，12：	1
15	Alternating direction algorithms for 11- problems in compressive sensing显示文摘	Yang J F Zhang Y	2011	Society for Industrial and Applied Mathematics(SIAM) J on Scientific Computing2011，33，1：	1
16	An infeasible primal-dual algorithm for TV-based Inf-convolution-type image restoration 显示文摘	M Hintermuller G Stadler	2006	SIAM J Scientific Computing2006，28，1：	1
17	GMRES: A Generalized Minimal Residual Al-gorithm for Solving Nonsymmetric Linear Systems 显示文摘	Y Saad M H Schultz	1986	SIAM J Scientific and Statistical Computing1986，，7：	1
18	Atomic decomposition by basis pursuit显示文摘	CHEN S S DONOHO D L SAUNDERS M A	1998	SlAM J of Scientific Computing1998，20，1：	1
19	How Good is Recursive Bisection?显示文摘	Simon H D Teng S H	1997	SIAM J Scientific Computing1997，18，5：	1
20	Sources of error in the graphical analysis of CFD results显示文摘	Buning P	1988	J Scientific Computing1988，3，2：	1

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