论文标题
在带有通勤条目的块toeplitz矩阵的某些代数特性上
On Some Algebraic Properties of Block Toeplitz Matrices with Commuting Entries
论文作者
论文摘要
Toeplitz矩阵无处不在，并且在许多数学领域中扮演着重要角色。在本文中，我们提出了一些代数结果，涉及块toeplitz矩阵，其中属于交换代数$Å$。还获得了带有$Å$的条目的普通块Toeplitz矩阵的表征。
Toeplitz matrices are ubiquitous and play important roles across many areas of mathematics. In this paper, we present some algebraic results concerning block Toeplitz matrices with block entries belonging to a commutative algebra $Å$. The characterization of normal block Toeplitz matrices with entries from $Å$ is also obtained.
