浅议线性代数学习中矩阵初等行变换的重要性——初等变换开启线性代数的钥匙

Analysis on the Importance of matrix of a linear transformation in linear algebra

针对线性代数学习中常出现的一些太抽象,难理解,较繁琐,算不对等问题。矩阵这一工具显示出了自身独特的魅力。在整个线性代数学习过程中,矩阵的初等变换具有普遍意义,特别是矩阵的初等行变换更具有极其重要的作用。掌握了矩阵的初等行变换,以上问题基本上迎刃而解。

Matrix plays an important role in solving some abstract and difficult problems in linear algebra。In the course of studying linear algebra,matrix of a linear transformation is of universal significance,especially matrix of a linear transformation plays a key role.Once matrix of a linear transformation is grasped,all problems above can be readily solved.