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An Algorithm for Two-Stage Stochastic Quadratic Problems

机译:两阶段随机二次问题的算法

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An algorithm for solving quadratic, two-stage stochastic problems is developed. The algorithm is based on the framework of the Branch and Fix Coordination (BFC) method. These problems have continuous and binary variables in the first stage and only continuous variables in the second one. The objective function is quadratic and the constraints are linear. The nonanticipativity constraints are fulfilled by means of the twin node family strategy. On the basis of the BFC method for two-stage stochastic linear problems with binary variables in the first stage, an algorithm to solve these stochastic quadratic problems is designed. In order to gain computational efficiency, we use scenario clusters and propose to use either outer linear approximations or (if possible) perspective cuts. This algorithm is implemented in C++ with the help of the Cplex library to solve the quadratic subproblems. Numerical results are reported.
机译:提出了一种求解二次,两阶段随机问题的算法。该算法基于分支和固定协调(BFC)方法的框架。这些问题在第一阶段具有连续变量和二进制变量,而在第二阶段只有连续变量。目标函数是二次函数,约束是线性的。非预期性约束是通过双节点族策略来满足的。基于第一阶段具有二元变量的两阶段随机线性问题的BFC方法,设计了一种求解这些随机二次问题的算法。为了获得计算效率,我们使用场景聚类,并建议使用外部线性近似或(如果可能)透视切割。该算法在C ++中借助Cplex库实现,以解决二次子问题。报告了数值结果。

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