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Generalized augmented matrix preconditioning approach and its application to iterative solution of ill-conditioned algebraic systems

机译：广义增强矩阵预处理方法及其在病态代数系统迭代解中的应用

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Padiy Alexander; Axelsson Owe; Polman Ben;
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年度 1999
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1. Generalized augmented matrix preconditioning approach and its application to iterative solution of ill-conditioned algebraic systems [J] . Padiy A., Polman B., Axelsson O. SIAM Journal on Matrix Analysis and Applications . 2000,第3期

机译：广义增强矩阵预处理方法及其在病态代数系统迭代解中的应用
2. Iterative refinement of solution with biparameter for solving ill-conditioned systems of linear algebraic equations [J] . Wu XY., Shao R., Xue GH. Applied mathematics and computation . 2002,第2a3期

机译：求解线性代数方程组病态系统的双参数解的迭代细化
3. A NEW ANALYSIS OF ITERATIVE REFINEMENT AND ITS APPLICATION TO ACCURATE SOLUTION OF ILL-CONDITIONED SPARSE LINEAR SYSTEMS [J] . Carson Erin, Higham Nicholas J. SIAM Journal on Scientific Computing . 2017,第6期

机译：迭代细化的新分析及其在精确调节稀疏线性系统解决方案中的应用
4. Multiple Solution of Linear Algebraic Systems by an Iterative Method with Recomputed Preconditioner in the Analysis of Microstrip Structures [C] . Roman R. Ahunov, Sergey P. Kuksenko, Talgat R. Gazizov International Conference of Numerical Analysis and Applied Mathematics . 2016

机译：微带结构分析中重新计算的迭代方法用迭代方法多种解
5. Multilevel preconditioning methods for the parallel iterative solution of large, sparse systems of equations. [D] . Turner, Wesley D. 2001

机译：适用于大型稀疏方程组的并行迭代求解的多级预处理方法。
6. Evaluation of Algebraic Iterative Image Reconstruction Methods for Tetrahedron Beam Computed Tomography Systems [O] . Joshua Kim, Huaiqun Guan, David Gersten, 2013

机译：四面体束计算机层析成像系统的代数迭代图像重建方法的评估
7. A New Analysis of Iterative Refinement and its Application to \ud Accurate Solution of Ill-Conditioned Sparse Linear Systems [O] . Carson, Erin, Higham, Nicholas J. 2017

机译：迭代细化的新分析及其在\ ud中的应用病态稀疏线性系统的精确解
8. An improved Newton iteration for the generalized inverse of a matrix, with applications [R] . Pan, Victor, Schreiber, Robert 1990

机译：一个改进的牛顿迭代，用于矩阵的广义逆，带有应用

Generalized augmented matrix preconditioning approach and its application to iterative solution of ill-conditioned algebraic systems

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