Factorization of the Matrix of Orthogonal Projector on a Subspace

V. N. Malozemov; G. Sh. Tamasyan

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Factorization of the Matrix of Orthogonal Projector on a Subspace

机译：子空间上正交投影仪矩阵的因式分解

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摘要

A deep factorization of the orthogonal projection matrix onto a subspace is obtained. The LQ decomposition is used. For construction of an orthogonal matrix Q the method of successive rank reduction is applied.

机译：得到了子空间上正交投影矩阵的深度分解。使用LQ分解。对于正交矩阵Q的构造，应用了连续秩约简的方法。

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来源
《Journal of mathematical sciences》 |2023年第4期|485-491|共7页
作者
V. N. Malozemov; G. Sh. Tamasyan;
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作者单位

Russian Academy of Sciences;

St.Petersburg State University;

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原文格式 PDF
正文语种英语
中图分类数学;
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Factorization of the Matrix of Orthogonal Projector on a Subspace

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