A closed form solution to a quadratic programming problem in complex variables

M. Hanna, M. Simaan
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引用次数: 3

Abstract

A special quadratic programming problem in complex variables is investigated for a closed form solution. Two different approaches are used. The first is a direct approach that leads to a family of solutions because of a singular matrix encountered in the solution process. The second is an indirect approach based on parametrizing the objective function. It leads to a solution which is a member in the above family and which is shown to be bounded.
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复变量二次规划问题的封闭解
研究一类特殊的复变量二次规划问题的闭形式解。使用了两种不同的方法。第一种是直接的方法,由于在求解过程中遇到了一个奇异矩阵,导致得到一组解。第二种是基于目标函数参数化的间接方法。它得到的解是上述族中的一个成员,并且被证明是有界的。
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