Determinants and Inverses of Symmetric Poeplitz and Qoeplitz Matrix#
Journal of Advances in Mathematics and Computer Science · pp. 1–20 · Published 25 Sep 2017
10.9734/JAMCS/2017/36512Abstract
In this paper, we define symmetric Poeplitz and Qoeplitz matrices and give explicit formulae for the determinants and inverses of these matrices by constructing the transformation matrices.
Cited by 3
Qingyan Meng, Yan-Peng Zheng, Zhao-Lin Jiang · Computational and Applied Mathematics · 2022
Okoh Ufuoma · Asian Research Journal of Mathematics · 2018
Qingyan Meng, School of Mathematics and Statistics, Linyi University, Linyi, 276000, China, Xiaoyu Jiang · Journal of Applied Analysis & Computation · 2021
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