A computational algorithm for special nth-order pentadiagonal Toeplitz determinants

Kilic E; El-Mikkawy M

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A computational algorithm for special nth-order pentadiagonal Toeplitz determinants

机译：特殊n阶五对角Toeplitz行列式的计算算法。

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In this short note, we present a fast and reliable algorithm for evaluating special nth-order pentadiagonal Toeplitz determinants in linear time. The algorithm is suited for implementation using Computer Algebra Systems ( CAS) such as MAC-SYMA and MAPLE. Two illustrative examples are given. (C) 2007 Elsevier Inc. All rights reserved.

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《Applied mathematics and computation》 |2008年第2期|共3页
作者
Kilic E; El-Mikkawy M;
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正文语种 eng
中图分类应用数学;
关键词
pentadiagonal matrix; determinants; algorithm; Computer Algebra Systems ( CAS);

机译：五对角矩阵;行列式;算法;计算机代数系统（CAS）;

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1. A computational algorithm for special nth-order pentadiagonal Toeplitz determinants [J] . Kilic E, El-Mikkawy M Applied mathematics and computation . 2008,第2期

机译：特殊n阶五对角Toeplitz行列式的计算算法。
2. Numerical algorithm for the determinant evaluation of cyclic pentadiagonal matrices with Toeplitz structure [J] . Jia Ji-Teng, Li Su-Mei Numerical algorithms . 2016,第2期

机译：具有Toeplitz结构的循环五对角矩阵行列式评估的数值算法。
3. A New Algorithm for Computing the Determinant and the Inverse of a Pentadiagonal Toeplitz Matrix [J] . Yuehui Chen Engineering . 2013,第5期

机译：五角形Toeplitz矩阵行列式和逆的一种新算法
4. Necessary and Sufficient on the Computation of Determinant of a Kind of Special Matrix [C] . Nur Khasanah, Bayu Surarso, Farikhin Conference on Theoretical Physics and Nonlinear Phenomena . 2020

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5. High-performance algorithms to solve Toeplitz and block Toeplitz matrices [D] . Thirumalai, Srikanth 1996

机译：用于解决Toeplitz和块Toeplitz矩阵的高性能算法
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7. A New Algorithm for Computing the Determinant and the Inverse of a Pentadiagonal Toeplitz Matrix [O] . Yuehui Chen 2013

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A computational algorithm for special nth-order pentadiagonal Toeplitz determinants

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