On the Norms of r-Hankel and r-Toeplitz Matrices

Shi Baijuan

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On the Norms of r-Hankel and r-Toeplitz Matrices

机译：关于r-Hankel和r-Toeplitz矩阵的范数

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摘要

In this paper, using the properties of r-Hankel and r-Toeplitz matrices, combining the properties of exponential form, we shall study the spectral norms of r-Hankel and r-Toeplitz matrices involving exponential form e(x).

机译：在本文中，我们将利用r-Hankel和r-Toeplitz矩阵的性质，结合指数形式的性质，研究涉及指数形式e（x）的r-Hankel和r-Toeplitz矩阵的谱范数。

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《Mathematical Problems in Engineering》 |2019年第4期|6729701.1-6729701.4|共4页
作者
Shi Baijuan;
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Northwest Univ, Sch Math, Xian, Shaanxi, Peoples R China;

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1. On the Norms of r-Hankel and r-Toeplitz Matrices [J] . Shi Baijuan Mathematical Problems in Engineering . 2019,第PTa4期

机译：关于r-hankel和r-toeplitz矩阵的规范
2. On the Norms of r-Hankel and r-Toeplitz Matrices [J] . Baijuan Shi Mathematical Problems in Engineering: Theory, Methods and Applications . 2019,第1期

机译：关于r-hankel和r-toeplitz矩阵的规范
3. On the Norms of r-Toeplitz Matrices Involving Fibonacci and Lucas Numbers [J] . Hasan G?kba?, Ramazan Türkmen Advances in Linear Algebra & Matrix Theory . 2016,第2期

机译：关于Fibonacci和Lucas数的r-Toeplitz矩阵的范数
4. Characterizing Positive Definite Matrices with t-norms [C] . J. Recasens Conference of the European Society for Fuzzy Logic and Technology . 2019

机译：用T范围表征正定矩阵
5. Low Rank Representations of Matrices using Nuclear Norm Heuristics. [D] . Osnaga, Silvia Monica. 2014

机译：使用核范数启发式算法的矩阵的低秩表示。
6. Correction to: On the spectral norms of r-circulant matrices with the bi-periodic Fibonacci and Lucas numbers [O] . Cahit Köme, Yasin Yazlik -1

机译：校正至：具有二周期斐波那契数和卢卡斯数的r循环矩阵的谱范数
7. The determination of companion matrices characterizing toeplitz and r-Toeplitz matrices [O] . Gover M.J.C. 1989

机译：确定表征Toeplitz和r-Toeplitz矩阵的伴随矩阵

On the Norms of r-Hankel and r-Toeplitz Matrices

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