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山东财政学院基础部,济南,250014
Published:1997,
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[1]郝秀梅.矩阵方程与Cramer法则的推广[J].济南大学学报(综合版),1997,{4}(01):68-70.
Hao Xiumei. A GENERALIZATION ON MATRIX EQUATION AND CRAMER’S RULE. [J]. Journal of University of Jinan(Social Science Edition) (1):68-70(1997)
[1]郝秀梅.矩阵方程与Cramer法则的推广[J].济南大学学报(综合版),1997,{4}(01):68-70. DOI:
Hao Xiumei. A GENERALIZATION ON MATRIX EQUATION AND CRAMER’S RULE. [J]. Journal of University of Jinan(Social Science Edition) (1):68-70(1997) DOI:
本文讨论了矩阵方程AXB=C(A
B可逆)的用行列式表示的求解公式
然后指出它是Cramer法则的重要推广.
In this paper
we discuss the Matrix equation AXB = C (A and B are inverse) and give the formula of the general solution by determinant. Finally
we point it out that it is important generalization of cramer’s rule.
Cramer法则列向量组代数余子式可逆矩阵
Cramer’s ruleColumn vector groupsAlgebraic cofactorInverse Matrix
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