摘要
在解决矩阵行列式的计算题和矩阵证明题时,结合矩阵的基本性质,并运用矩阵分块的方法,可简化计算和证明过程,在此以例题的形式讨论分块矩阵在矩阵计算和证明中的应用。
In solving revelant problems about the calculation of the determinant of a matrix and the proof of it, the application of block matrix, combined with the basic properties, can simplify the process of calculation and proof. This paper will use some examples to discuss the application of block matrix in computing determinant and in the proof of matrix.
出处
《宜春学院学报》
2013年第6期19-22,共4页
Journal of Yichun University
关键词
矩阵
分块矩阵
行列式
矩阵的秩
矩阵的逆
Matrix
Block Matrix
Determinant
Rank of Matrix
Inverse of a Matrix