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An unconstrained convex programming approach to convex semi-infinite programming

机译:凸半无限规划的无约束凸规划方法

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摘要

A smooth convex penalty function method for solving a semi-infinite convex programming problem is proposed in this paper. The semi-infinite convex programming problem can be successively solved by by a sequence of smooth unconstrained convex programming problems, whose optimal solutions are convergent to the optimal set of the original problem. Some other convergence results are also established in this paper, and several numerical examples are included to illustrate our approach.
机译:提出了一种求解半无限凸规划问题的光滑凸罚函数方法。可以通过一系列光滑的无约束凸规划问题来连续解决半无限凸规划问题,其最优解收敛于原始问题的最优集合。本文还建立了其他一些收敛结果,并提供了一些数值示例来说明我们的方法。

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