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Solving Linear Systems with Column Reduction

机译:使用列约简求解线性系统

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© 2023 The Mathematical Association of America.Summary: In order to solve a system of linear equations, students or teachers are used to performing a row reduction with the Gauss method. In this paper we propose to adopt a column point of view through two fundamental subspaces of a matrix—its kernel and its image—linked to the homogeneous system and to a particular solution of the system. This paper provides a method to find the set of solutions of a system by performing a column reduction of a double augmented matrix of the system.
机译:© 2023 The Mathematical Association of America.摘要:为了求解线性方程组,学生或教师习惯于使用高斯方法进行行约简。在本文中,我们建议通过矩阵的两个基本子空间(其内核和图像)采用列观点,该子空间与齐次系统和系统的特定解相关联。本文提供了一种通过对系统的双增强矩阵进行列约简来求系统解集的方法。

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