An Inversion Algorithm for Cyclic Nonadiagonal Matrix
Meral Ya\c{s}ar, Durmu\c{s} Bozkurt
TL;DR
This paper presents a computational algorithm to efficiently compute the determinant and inverse of cyclic nonadiagonal matrices, suitable for implementation in computer algebra systems like Mathematica and Maple.
Contribution
It introduces a novel algorithm specifically designed for cyclic nonadiagonal matrices, enhancing computational efficiency and accuracy.
Findings
Algorithm successfully computes determinants and inverses for cyclic nonadiagonal matrices.
Implementation in CAS systems demonstrates practical usability.
Potential for application in fields requiring matrix computations.
Abstract
In this paper, we compose a computational algorithm for the determinant and the inverse of the n x n cyclic nonadiagonal matrix. The algorithm is suited for implementation using computer algebra systems (CAS) such as Mathematica and Maple.
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Taxonomy
TopicsAdvanced Control Systems Optimization