摘要
在现代社会发展中,线性代数的应用价值尤为凸显。当前线性代数的课堂教学缺乏与实际应用场景的结合。本文从线性代数课程的教学现状出发,以“矩阵的初等变换为例”,探索线性代数课程教学改革的具体路径。为提升线性代数教学质量,实现课程育人目标提供参考。
In the development of modern society,the application value of Linear Algebra is particularly prominent.Currently,classroom teaching of Linear Algebra lacks integration with practical application scenarios.Based on the current teaching situation of the Linear Algebra course,this paper explores the specific paths for the teaching reform of Linear Algebra,taking"elementary transformations of matrices"as an example.It aims to provide reference for improving the teaching quality of Linear Algebra and realizing the curriculum education objectives.
作者
祝晓宇
Zhu Xiaoyu(School of Mathematics and Statistics,Ningbo University,Ningbo,Zhejiang 315211)
出处
《教育教学研究前沿》
2026年第2期71-73,共3页
Frontiers of Education and Teaching Research
基金
应用导向的线性代数课程教学改革,项目号:JYXM2025097。
关键词
教学改革
线性方程组
矩阵的初等变换
案例教学
teaching reform
systems of linear equations
elementary transformations of matrices
case-based teaching
