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Using Genetic Algorithm to Find the Optimal Shopping Policy for 1-out-of-n Active-Redundancy Series Systems under Budget Constraint

机译:基于遗传算法的预算约束下n选一的n主动冗余系列系统的最优购物策略

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The mathematical model to find the optimal shopping policy from many available manufacturers for 1-out-of-n active redundancy series systems under budget constraint was formulated and tested using GA. The study showed that the number of possible combinations for this problem can be very high and the majority of those combinations are infeasible. This renders the enumeration technique ineffective or even impossible in practice, the matter that calls for a solution through GA.The results showed that the proposed genetic algorithm has high degree of robustness. Moreover, the results showed that the proposed algorithm is superior to the enumeration technique in terms of both computational time and quality of solution. Furthermore, the results showed that the convergence of the algorithm to the optimal solution is high.
机译:建立并测试了数学模型,该模型可在预算约束下从众多可用制造商中找到n个主动式冗余系列系统中有1-n个的最佳购物策略。研究表明,针对此问题的可能组合数量可能非常多,而这些组合中的大多数都不可行。这使得枚举技术在实践中无效甚至无法实现,这是需要通过遗传算法解决的问题。结果表明,该遗传算法具有很高的鲁棒性。此外,结果表明,该算法在计算时间和求解质量上均优于枚举技术。此外,结果表明该算法对最优解的收敛性很高。

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