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A multi-objective decision-making model with fuzzy rough coefficients and its application to the inventory problem

机译:模糊粗糙系数的多目标决策模型及其在库存问题中的应用

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摘要

In this paper, we concentrate on developing a fuzzy rough multi-objective decision-making model according to uncertainty theory. We present some equivalent models and a traditional algorithm based on an interactive fuzzy satisfying method, which is similar to the interactive fuzzy rough satisfying method, in order to obtain a satisfying solution for the decision maker. In addition, the technique of fuzzy rough simulation is applied to deal with general fuzzy rough objective functions and fuzzy rough constraints which are usually difficult to convert into their equivalents. Furthermore, combined with the techniques of fuzzy rough simulation, a genetic algorithm using the compromise approach is designed for solving a fuzzy rough multi-objective programming problem. Finally, a model is applied to an inventory problem to illustrate the usefulness of the proposed model and algorithm, and then a sensitivity analysis is made.
机译:在本文中,我们根据不确定性理论集中于开发模糊粗糙的多目标决策模型。我们提出了一些等效模型和一种基于交互式模糊满足方法的传统算法,该方法类似于交互式模糊粗糙满足方法,以获得决策者满意的解决方案。另外,应用模糊粗糙模拟技术来处理一般的模糊粗糙目标函数和模糊粗糙约束,这些困难通常很难转换为等效函数。此外,结合模糊粗糙模拟技术,设计了一种采用折衷方法的遗传算法来解决模糊粗糙多目标规划问题。最后,将模型应用于库存问题以说明所提模型和算法的有效性,然后进行敏感性分析。

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