A rank equality of matrices and its application

机译：矩阵的秩相等及其应用

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摘要

We discuss a rank equality of matrices and it's application in this paper, and popularize the result of Y.Tian and G.P.H.styan,then we get a more general result.

机译：本文讨论了矩阵的秩相等性及其应用，并推广了Y.Tian和G.P.H.styan的结果，得到了更一般的结果。

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《》|2009年|334-336|共3页
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作者
Haiming Wang; Zhongpeng Yang; Minli Zeng;
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关键词
idempotent matrix; rank equality;

机译：幂等矩阵;秩相等;

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2. On the Open Problem Related to Rank Equalities for the Sum of Finitely Many Idempotent Matrices and Its Applications [J] . Mei-xiangChen, Qing-huaChen, Qiao-xinLi, ScientificWorldJournal . 2014,第3期

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3. Rank equalities for commutator of generalized quadratic matrices and their applications [J] . Hongbin Lv, Zhongpeng Yang, Meixiang Chen International Journal of Applied Mathematics & Statistics . 2013,第2期

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4. Further result of a rank equality for involutory matrices and its applications [C] . Jinhui Zhang, Minli Zeng The Third International Workshop on Applied Matrix Theory（第三届国际矩阵分析与应用会议）论文集 . 2009

机译：对合矩阵的秩相等的进一步结果及其应用
5. A rank-revealing method for low rank matrices with updating, downdating, and applications. [D] . Lee, Tsung-Lin. 2007

机译：具有更新，降级和应用程序的低秩矩阵的秩公开方法。
6. On the Open Problem Related to Rank Equalities for the Sum of Finitely Many Idempotent Matrices and Its Applications [O] . Mei-xiang Chen, Qing-hua Chen, Qiao-xin Li, -1

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7. Equalities and inequalities for ranks of products of generalized inverses of two matrices and their applications [O] . Yongge Tian 2016

机译：两个矩阵的广义逆的乘积秩的等式和不等式及其应用

A rank equality of matrices and its application

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