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Hybrid artificial intelligence and robust optimization for a multi-objective product portfolio problem Case study: The dairy products industry

机译:混合人工智能和鲁棒优化解决多目标产品组合问题案例研究:乳制品行业

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摘要

The optimization of the product portfolio problem under return uncertainty is addressed here. The contribution of this study is based on the application of a hybrid improved artificial intelligence and robust optimization and presenting a new method for calculating the risk of a product portfolio. By applying an improved neural network with runner root algorithm (RRA), the future demand of each product is predicted and the risk index of each product is calculated based on its predicted future demand. A two-objective (minimizing risk and maximizing return) mathematical model is proposed where, the effect of investments, reliability and allowable lost sales on the designed product portfolio are of concern. Due to the return uncertainty, two robust counterpart models based on the Bertsimas and Sim and Ben-Tal and Nemirovski approaches are developed. Then, an exact solution method is proposed to reduce the solving time of robust model. The results of the implementation in the dairy industry of Iran indicate that an increase in the confidence level, increase the investment risk and decrease the total return. The obtained results by the statistical tests indicate that the two newly proposed robust models are of similar performance in the finding the maximum return solutions, while, here the least risky solutions, the Bertsimas model outperforms its counterparts. Moreover, the results of the proposed exact solution method indicate that this method reduces the execution time by an average of 3%, indicative of proposed method effectiveness.
机译:这里讨论了在收益不确定的情况下产品组合问题的优化。这项研究的贡献是基于混合改进的人工智能和稳健优化的应用,并提出了一种计算产品组合风险的新方法。通过使用带有流道根算法(RRA)的改进的神经网络,可以预测每种产品的未来需求,并根据其预测的未来需求来计算每种产品的风险指数。提出了两目标(使风险最小化和收益最大化)数学模型,其中投资,可靠性和允许的销售损失对设计产品组合的影响值得关注。由于返回不确定性,开发了基于Bertsimas和Sim和Ben-Tal和Nemirovski方法的两个健壮的对应模型。然后,提出了一种精确的求解方法,以减少鲁棒模型的求解时间。伊朗乳业的实施结果表明,信心水平提高,投资风险增加,总收益降低。通过统计测试获得的结果表明,两个新提出的鲁棒模型在寻找最大收益解决方案方面具有相似的性能,而在这里,风险最小的解决方案是Bertsimas模型优于同类模型。此外,提出的精确解方法的结果表明,该方法平均减少了3%的执行时间,表明提出的方法有效。

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