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n阶方阵乘积的行列式定理的两种简单证明方法
Two proof methods of determinantal theorem with n order matrix product
【摘要】 n阶方阵乘积的行列式定理 ,在工科《线性代数》教材中提及很少 ,然而这一定理有着广泛的应用。通常在此定理的证明中多用拉普拉斯定理 ,本文应用初等变换和向量空间来证明 ,使证明既简便又有所深化
【Abstract】 The determinantal theorem with n order matri product, which was seldom mentioned in the textbook linear Algebra for engineering students, is widely used.Usualy,in proving the theorem,Laplace theorem is applied.In this paper,the proof is done by elementary transformation and vector space,and it becomes simplified and deepened .
- 【文献出处】 河南城建高等专科学校学报 ,Journal of Henan Urban Construction Junior College , 编辑部邮箱 ,2001年03期
- 【分类号】O151.21
- 【下载频次】177