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Solving three Level Quadratic Programming Problem withStochastic Parameters in the Objective Functions

机译:用目标函数中的随机参数求解三级二次规划问题

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摘要

This paper solves a stochastic three-level decision maker’s model. This approach uses stochastic parameters in the objective function to solve a three level quadratic programming problem. The probabilistic nature of the objective functions is converted to an equivalence deterministic one and then a fuzzy programming technique will be used in each level to optimize its problem separately; implementing tolerance membership concept is used to generate Pareto optimal solution for these problems. Finally, the main results developed will be clarified by a numerical example in this paper.
机译:本文解决了一个随机的三级决策者模型。这种方法使用目标函数中的随机参数来解决三级二次规划问题。目标函数的概率性质被转换为等价确定性函数,然后在每个级别使用模糊编程技术分别优化其问题。实施公差隶属度概念可为这些问题生成帕累托最优解。最后,本文将通过一个数值例子来阐明主要的研究结果。

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