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期刊论文
The best approximation of matricesunder inequality constraints
Applied Mathematics and Computation 137 (2003) 487-497，-0001，（）：
In this paper, a class of best approximation problems of matrices under inequalityconstraints are firstly presented and studied. For real matrices, symmetric matrices andantisymmetric matrices respectively, we have given the conditions for the existence ofsolutions and expressions of general solutions. Furthermore, the best approximationsolutions and algorithms of them are provided.
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