摘要
线性代数作为一种基础的数学工具,通过对几何的解析,线性代数能够被进行具体的表示。提升高级计算机体系结构的效率对科学计算在各个领域的应用有着一个显著的影响,包括算法研究和数值选型代数算法软件。线性代数,特别是求解线性方程的解,处于关键性的位置。本文将讨论一些最新的关于线性代数对计算机体系结构研究的影响,主要对稠密矩阵算法进行研究讨论。
As a basic mathematical tool,linear algebra can be specifically represented through the analysis of geometry.Improving the efficiency of advanced computer architectures has a significant impact on the application of scientific computing in various fields,including algorithm research and numerical selection algebra algorithm software.Linear algebra,especially for solutions to linear equations,is in a critical position.This paper will discuss some new findings on the influences of linear algebra on computer architecture,mainly on dense matrix algorithms.
作者
卢靖程
Lu Jing-cheng(Beijing Bayi School,Beijing 100000,China)
出处
《科学与信息化》
2023年第3期61-64,69,共5页
Technology and Information
关键词
数值线性代数
稠密矩阵
稀疏矩阵
直接法
numerical linear algebra
dense matrix
sparse matrix
direct method
