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New Inversion Formulas for Matrices Classified in Terms of Their Distance from Toeplitz Matrices

机译：基于Toeplitz矩阵距离分类的矩阵的新反演公式

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作者
Friedlander, B.; Morf, M.; Kailath, T.; Ljung, L.;
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年度 1978
页码 p.1-31
总页数 31
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Matrices(Mathematics); Solutions(General); Inversion; Recursive functions; Reprints;

机译：矩阵（数学）;解（通用）;反演;递归函数;重印;

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专利

1. Explicit inversion formulas for properly Hessenberg and Toeplitz-Hessenberg matrices [J] . Abderraman Marrero Jesus Linear & Multilinear Algebra: An International Journal Publishing Articles, Reviews and Problems . 2020,第5a8期

机译：用于适当Hessenberg和Toeplitz-Hessenberg矩阵的显式反转公式
2. THE STABILITY OF INVERSION FORMULAS FOR TOEPLITZ MATRICES [J] . Gutknecht MH., Hochbruck M. Linear Algebra and its Applications . 1995,第0期

机译：TOEPLITZ矩阵求逆公式的稳定性
3. Inversion of conjugate-Toeplitz matrices and conjugate-Hankel matrices [J] . Jiang Zhaolin, Tam Tin-Yau, Wang Yanfeng Linear & Multilinear Algebra: An International Journal Publishing Articles, Reviews and Problems . 2017,第1a3期

机译：共轭 - TOEPLITZ矩阵的反转和共轭 - Hankel矩阵
4. Image deconvolution via superfast inversion of a class of two-level Toeplitz matrices [C] . Turnes, Christopher K., Balcan, Doru, Romberg, Justin IEEE International Conference on Image Processing;ICIP 2012 . 2012

机译：通过一类两级Toeplitz矩阵的超快反演进行图像反卷积
5. GENERALIZATIONS OF TOEPLITZ AND HANKEL MATRICES AND THEIR ASSOCIATED INTERPOLATION AND APPROXIMATION PROBLEMS (TRENCH FORMULA, ORTHOGONAL POLYNOMIALS, FAST ALGORITHMS). [D] . SHARP, DANIEL WILLIAM. 1986

机译：Toeplitz和Hankel矩阵的广义化及其相关的插值和逼近问题（沟槽公式，正交多项式，快速算法）。
6. A study of acoustic-to-articulatory inversion of speech by analysis-by-synthesis using chain matrices and the Maeda articulatory model [O] . Sankaran Panchapagesan, Abeer Alwan -1

机译：使用链矩阵和前田发音模型通过合成分析对语音进行语音到发音发音转换的研究
7. New inversion formulas for matrices classified in terms of their distance from Toeplitz matrices [O] . Friedlander B., Morf M., Kailath T., 1979

机译：根据距Toeplitz矩阵的距离进行分类的矩阵的新反演公式

New Inversion Formulas for Matrices Classified in Terms of Their Distance from Toeplitz Matrices

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