本書的主要內容包括線性方程組、矩陣代數、行列式、向量空間、矩陣的特征值與特征向量和二次型等。
本書是一本介紹性的線性代數教材,內容簡潔,層次清晰,適合高等學校理工科專業線性代數課程雙語教學使用。
本書敘述深入淺出,以矩陣為主線,突出矩陣的運算和化簡,突出用矩陣方法研究線性方程組、二次型和實際問題模型。本書對於抽像的理論和方法,總是從具體問題入手,再將其推廣到一般情形,而略去了許多繁雜的理論推導,並力求將數學與應用相結合。
本書的主要內容包括線性方程組、矩陣代數、行列式、向量空間、矩陣的特征值與特征向量和二次型等。
本書是一本介紹性的線性代數教材,內容簡潔,層次清晰,適合高等學校理工科專業線性代數課程雙語教學使用。
The matrix is the mainline of the book. With the help of the matrix operation
and the matrix simplification, we study the linear equations, the quadratic
forms and the real world applications. For the purpose of the insights into the
abstract theory and the methods of the linear algebra, we start to discuss the
conceptions and the methods with the specific problems, then we directly extend
them to the general situation without the complicated theoretical derivation.
Furthermore, we try to combine the mathematical methods with the real
applications in this book.
The main contents of the book are linear equations, matrix algebra,
determinants, vector spaces, eigenvalues and eigenvectors,and quadratic forms, etc.