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A Progressive Hedging based branch-and-bound algorithm for mixed-integer stochastic programs

机译:混合整数随机程序的基于渐进对冲的分支定界算法

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Progressive Hedging (PH) is a well-known algorithm for solving multi-stage stochastic convex optimization problems. Most previous extensions of PH for mixed-integer stochastic programs have been implemented without convergence guarantees. In this paper, we present a new framework that shows how PH can be utilized while guaranteeing convergence to globally optimal solutions of mixed-integer stochastic convex programs. We demonstrate the effectiveness of the proposed framework through computational experiments.
机译:渐进式套期保值(PH)是解决多阶段随机凸优化问题的一种著名算法。对于混合整数随机程序,大多数以前的PH扩展都没有实现收敛保证。在本文中,我们提出了一个新的框架,该框架显示了如何利用PH来确保收敛到混合整数随机凸程序的全局最优解。我们通过计算实验证明了所提出框架的有效性。

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