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AN ALGORITHM FOR FUZZY RANDOM CHANCE-CONSTRAINED PROGRAMMING

机译:模糊随机机会约束编程的算法

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In fuzzy random environments, the basic idea for modelling chance-constrained programming is to maximize the optimistic value to the return with fuzzy random variables subject to some chance constraints. In solving these models, in general, it is impossible to compute the optimistic value and chances of fuzzy random variables due to the complexity of fuzzy random variables. In such cases, it is very necessary to use fuzzy random simulation to estimate these values. To solve fuzzy random chance-constrained programming, this paper proposes an algorithm by embedding fuzzy random simulation in simultaneous perturbation stochastic approximation (SPSA) algorithm. At the end of this paper, an numerical example illustrates the effectiveness of the presented algorithm.
机译:在模糊随机环境中,对机会受限程序进行建模的基本思想是使用受某些机会约束的模糊随机变量来最大化返回的乐观值。通常,在求解这些模型时,由于模糊随机变量的复杂性,不可能计算出模糊随机变量的乐观值和机会。在这种情况下,非常有必要使用模糊随机仿真来估计这些值。为了解决模糊随机机会约束规划问题,提出了一种将模糊随机模拟嵌入到同时扰动随机逼近(SPSA)算法中的算法。在本文的最后,一个数字示例说明了所提出算法的有效性。

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