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Linear restriction problem of Hermitian reflexive matrices and its approximation

机译:Hermitian自反矩阵的线性限制问题及其逼近

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In this paper, we consider a linear restriction problem of Hermitian reflexive matrices and its approximation. By using the properties and structure of Hermitian reflexive matrices and the special properties of reflexive vectors and anti-reflexive vectors, we convert the linear restriction problem to an equivalence problem trickily, which is a special feature of this paper and is a different method from other articles. Then we solve this problem completely and also obtain its optimal approximate solution. Moreover, an algorithm provided for it and the numerical examples show that the algorithm is feasible. (C) 2007 Elsevier Inc. All rights reserved.
机译:在本文中,我们考虑了埃尔米特自反矩阵的线性限制问题及其逼近。利用埃尔米特自反矩阵的性质和结构以及自反向量和反自反向量的特殊性质,我们将线性限制问题巧妙地转换为等价问题,这是本文的特色之一,是与其他方法不同的方法。文章。然后我们完全解决了这个问题,并且获得了它的最佳近似解。此外,提供的算法和数值算例表明该算法是可行的。 (C)2007 Elsevier Inc.保留所有权利。

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