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On Positive Integer Powers of Toeplitz Matrices

机译:关于Toeplitz矩阵的正整数幂

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In this paper, we restate a necessary and sufficient condition for all positive integer powers of a Toeplitz matrix to be still Toeplitz matrices which was ever studied by T. N. E. Greville (1983) and Tamir Shalom (1987), and our new proof is? clear and self-contained. We also derive some identities involving the entries of the Toeplitz matrix and those of its positive integer powers in case that the powers are still Toeplitz matrices.
机译:在本文中,我们重新陈述了Toeplitz矩阵的所有正整数幂仍为Toeplitz矩阵的必要和充分条件,这是T.N.E. Greville(1983)和Tamir Shalom(1987)曾经研究的,我们的新证明是?清晰且自成体系。在幂仍然是托普利兹矩阵的情况下,我们还推导了一些涉及托普利兹矩阵及其正整数幂项的标识。

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