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来源:百度知道 编辑:UC知道 时间:2024/06/23 18:33:29
矩阵的初等变换在线性代数理论中极具重要地位,而分块矩阵的初等变换即广义初等变换在处理有关矩阵问题时更显其灵活性、技巧性.本文就此讨论了广义初等矩阵给出的分块矩阵初等变换及在矩阵中求逆,行列式,秩,特征值等方面的应用。

The elementary variety of matrix has important positions in the linear algebra theory very much, divide pieces of elementary variety of matrix broad sense elementary to vary apparent flexibility, skill their while dealing with the matrix problem. This text fens of pieces of matrix that provide elementary to vary and ask, go against among matrix on this discussion broad sense elementary matrix, application in respects such as the determinant, the order, characteristic value,etc..
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The matrix elemetary operation has the important position extremely in the linear algebra theory, but partitioned matrix elemetary operation namely generalized elemetary operation in processing related matrix question time obviously its flexibility, technicality. This article discussed the partitioned matrix elemetary operation which and the generalized elementary matrix gives asks in the matrix in light of this counter, determinant, order, aspect and so on characteristic value applicatio