この文献の参照には次のURLをご利用ください : https://doi.org/10.15027/18253
広島大学大学院教育学研究科紀要. 第二部, 文化教育開発関連領域 53 号
2005-03-28 発行
シミュレーションを利用した数値計算法の理解と応用
Understanding of Numerical Computation via Simulation and Its Application
Abstract
The feature of the basic theorems that are related to the numerical computation and some examples of how to use them are introduced through the simulation. The new iterative techniques for solving the algebraic Riccati equation and algebraic Lyapunov equation are used for weakly-coupled systems as an application. It is shown that the free numerical application tool which is called Octave is very powerful tool and it is available for the understanding of the numerical computation for undergraduate students in the early learning stage.
About This Article
著者キーワード
代数方程式
数値計算
再帰的法
オクターブ
Algebraic equation
Numerical computation
Iterative-techniques
Octave
Other Article
PP. 187 - 194