Integer Powers of Certain Complex Pentadiagonal 2-Toeplitz Matrices
Hatice K\"ubra Duru, Durmu\c{s} Bozkurt
TL;DR
This paper derives a general formula for calculating the entries of the powers of specific complex pentadiagonal 2-Toeplitz matrices of even order, facilitating their analysis and application.
Contribution
It provides a novel explicit expression for the entries of matrix powers, advancing understanding of complex pentadiagonal 2-Toeplitz matrices.
Findings
Derived a general formula for matrix powers
Applicable to complex pentadiagonal 2-Toeplitz matrices of even order
Enhances computational efficiency for matrix analysis
Abstract
In this study, we get a general expression for the entries of the sth power of even order pentadiagonal 2-Toeplitz matrices.
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