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矩阵特殊乘积之间关系

The Relation of Special Product of Matrices
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摘要 给出了矩阵的Tracy-Singh乘积是置换等价于Kronecker乘积的简单的初等证明,得到了一个分块矩阵的Khatri-Rao乘积与Tracy-Singh乘积之间的显示关系。 This paper gives a simple and elementaryproof that Tracy-Singhproductof matricesis permutationequivalentto the Kroneckerproduct.We obtainan obvious relationbetweenKhatri-Raoand Tracy-Singhof matrixproductfor partitionedmatrices.
出处 《莆田高等专科学校学报》 2001年第4期1-7,共7页 Journal of Putian College
基金 福建省教育厅科学基金项目(JB01206)
关键词 矩阵 HADAMARD乘积 Kromecker乘积 KHATRI-RAO乘积 Tracy-Singh乘积 Hadamard product Kronecker product Khatri-Raoproduct Tracy-Singhproduct partitioned matrix permutationequivalent permutationsimilar principalsubmatrix
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参考文献9

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