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矩阵与线性空间直和研讨数例
Probe into Direct Sum of Matrix and Linear Space
【摘要】 给出了列矩阵与行矩阵乘积的秩及n级Vandermonde行列式对应矩阵秩的求解程序,得出了用乘幂表示的循环矩阵的计算.研讨了实线性空间直和的求解程序及所有矩阵空间是对称矩阵子空间与反对称矩阵子空间的直和.
【Abstract】 The paper first gives the column matrix and the row matrix product order and the level Vandermonde determinant correspondence matrix order solution procedure,then the cyclic matrix computation which expressed with the power.Finally the solid line space straight and the solution procedure and that all matrix space is the symmetrical matrix subspace and the skew matrix subspace straight and deliberation procedures are given.
【关键词】 直和;
子空间;
线性空间;
循环矩阵;
反对称矩阵;
【Key words】 direct sum; subspace; linear space; circular matrix; anti-symmetric matrix;
【Key words】 direct sum; subspace; linear space; circular matrix; anti-symmetric matrix;
- 【文献出处】 西安文理学院学报(自然科学版) ,Journal of Xi’an University of Arts & Science(Natural Science Edition) , 编辑部邮箱 ,2009年01期
- 【分类号】O151.21
- 【被引频次】1
- 【下载频次】388