A Korovkin-Based Approximation of Multilevel Toeplitz Matrices (With Rectangular Unstructured Blocks) via Multilevel Trigonometric Matrix Spaces

Capizzano SS

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A Korovkin-Based Approximation of Multilevel Toeplitz Matrices (With Rectangular Unstructured Blocks) via Multilevel Trigonometric Matrix Spaces

机译：多层三角矩阵空间基于Korovkin的多层Toeplitz矩阵逼近（具有矩形非结构块）

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《SIAM Journal on Numerical Analysis》 |1999年第6期|共27页
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Capizzano SS;
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正文语种 eng
中图分类应用数学;
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1. A Korovkin-Based Approximation of Multilevel Toeplitz Matrices (With Rectangular Unstructured Blocks) via Multilevel Trigonometric Matrix Spaces [J] . Capizzano SS SIAM Journal on Numerical Analysis . 1999,第6期

机译：多层三角矩阵空间基于Korovkin的多层Toeplitz矩阵逼近（具有矩形非结构块）
2. Matrix algebra preconditioners for multilevel Toeplitz matrices are not superlinear [J] . Capizzano SS. Linear Algebra and its Applications . 2002,第0期

机译：多级Toeplitz矩阵的矩阵代数预处理器不是超线性的
3. Spectra of multilevel Toeplitz matrices: Advanced theory via simple matrix relationships [J] . Tyrtyshnikov EE., Zamarashkin NL. Linear Algebra and its Applications . 1998,第0期

机译：多级Toeplitz矩阵的光谱：通过简单矩阵关系的高级理论
4. Fast algorithm for matrix-vector multiply of asymmetric multilevel block-Toeplitz matrices [C] . B. E. Barrowes, F. L. Teixeira, J. A. Kong IEEE Antennas Propagation Society International Symposium . 2001

机译：非对称多级块块矩阵矩阵乘法矩阵乘法算法
5. High-performance algorithms to solve Toeplitz and block Toeplitz matrices [D] . Thirumalai, Srikanth 1996

机译：用于解决Toeplitz和块Toeplitz矩阵的高性能算法
6. Preoperative ultrasound-guided multilevel paravertebral blocks reduce the incidence of postmastectomy chronic pain: a double-blind placebo-controlled randomized trial [O] . Bin Qian, Shiwei Fu, Yusheng Yao, 2019

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7. Spectral behavior of preconditioned non-Hermitian multilevel block Toeplitz matrices with matrix-valued symbol [O] . Donatelli, M., Garoni, C., Mazza, M., 2014

机译：具有矩阵值符号的预条件非Hermitian多层块Toeplitz矩阵的谱特征
8. Generalized Displacement Structure for Block-Toeplitz, Toeplitz-Block, andToeplitz-Derived Matrices [R] . Kailath, T., Chun, J. 1994

机译：Block-Toeplitz，Toeplitz-Block和Toeplitz-Derived矩阵的广义位移结构

A Korovkin-Based Approximation of Multilevel Toeplitz Matrices (With Rectangular Unstructured Blocks) via Multilevel Trigonometric Matrix Spaces

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