正规矩阵在数学中是指与自己的共轭转置矩阵对应的复系数方块矩阵。任意正规矩阵都可在经过一个酉变换后变为对角矩阵,反过来所有可在经过一个酉变换后变为对角矩阵的矩阵都是正规矩阵。
...酉等价与正规矩阵-毕业论文参考网 关键词:正规矩阵;酉等价;酉矩阵;同时对角化;特征值 [gap=652]Keywords:normal matrix; unitary equivalence; unitary matrix; simultaneous diagonalization; eigenvalue.
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The normal matrix is a very important class in matrix analysis. In this paper, the expressions for generalized inverses of a normal matrix are discussed by its Schur decomposition.
正规矩阵是矩阵分析中一类很重要的矩阵,本论文利用Schur分解讨论这类矩阵的各种广义逆,其中包括Moore-Penrose逆和Drazin逆。
参考来源 - 矩阵方程的合同类解与正规矩阵的广义逆·2,447,543篇论文数据,部分数据来源于NoteExpress
另外又指出矩阵幂级数是正规矩阵的条件。
We shall also point the condition that matrix power series is normal.
另外又指出矩阵幂级数是正规矩阵的条件。
The Problem of a General Formula of them-power norder Matrix;
定义了正规矩阵,并给出了判断正规矩阵正定的若干方法。
This paper gives the definition regular matrix and offers several methods for deciding the regular matrix definite.
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