The Minimum Frobenius Norm Semipositive Subdefinite Solutions of Two Classes of Matrix Equations

机译：两类矩阵方程的最小Frobenius范数半正定子解

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Semipositive subdefinite matrices are a class of semi-stable matrices. In this paper, the expressions of the minimum Frobenius norm semipositive subdefmite solution are derived, respectively, from the set of semipositive subdefmite solutions of the real matrix equation AXAT=C and AXAT + BYBT = D.

机译：半正定下定矩阵是一类半稳定矩阵。本文分别从实矩阵方程AXAT = C和AXAT + BYBT = D的半正次子解解集合中分别导出了最小Frobenius范数半正次子解的表达式。

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《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年|249-253|共5页
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Jing-pin Huang; Jian-li Wang; hang-zhou Huang;
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matrix equation; semipositive subdefinite matrix; minimum Frobenius norm;

机译：矩阵方程;半正定矩阵;最小Frobenius范数;

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4. The Minimum Frobenius Norm Semipositive Subdefinite Solutions of Two Classes of Matrix Equations [C] . Jing-pin Huang, Jian-li Wang, hang-zhou Huang International workshop on matrix analysis and applications . 2009

机译：两类矩阵方程的最小Frobenius规范半态细分解
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The Minimum Frobenius Norm Semipositive Subdefinite Solutions of Two Classes of Matrix Equations

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