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Research Article Open access CC BY 4.0

Determinants and Inverses of Symmetric Poeplitz and Qoeplitz Matrix#

Jinyu Chen

Journal of Advances in Mathematics and Computer Science · pp. 1–20 · Published 25 Sep 2017

10.9734/JAMCS/2017/36512

Abstract

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.

Symmetric Poeplitz matrix symmetric Qoeplitz matrix Pell sequence Pell-Lucas sequence persymmetric Hankel matrix determinant inverse

Cited by 3

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A New and Simple Matrix Inversion Method Using Dodgson's Condensation

Okoh Ufuoma · Asian Research Journal of Mathematics · 2018

INTERESTING DETERMINANTS AND INVERSES OF SKEW LOEPLITZ AND FOEPLITZ MATRICES

Qingyan Meng, School of Mathematics and Statistics, Linyi University, Linyi, 276000, China, Xiaoyu Jiang · Journal of Applied Analysis & Computation · 2021

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