Abstract
Tridiagonal matrices appear frequently in mathematical models. In this paper, we derive the positive integer powers of special tridiagonal matrices of arbitrary order.
Highlights
Computing the integer powers of tridiagonal matrices has been a very popular problem
Rimas [7,8,9,10,11,12,13], investigated positive integer powers of certain tridiagonal matrices, Oteles and Akbulak [14, 15] and Gutierrez [16] generalized some papers of Rimas, and Wang [17] derived the entries of positive integer powers of complex persymmetric anti-tridiagonal matrices with constant antidiagonals
The data used to support the findings of this study are available from the corresponding author upon request
Summary
Received 18 May 2020; Revised 23 July 2020; Accepted 27 July 2020; Published 12 September 2020. We derive the positive integer powers of special tridiagonal matrices of arbitrary order
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