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Expected Value of Exponential Fuzzy Number and Its Application to Multi-item Deterministic Inventory Model for Deteriorating Items

机译:指数模糊数的期望值及其在变质物品多项目确定性库存模型中的应用

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Possibility, necessity, and credibility measures play a significant role to measure the chances of occurrence of fuzzy events. In this paper, possibility, necessity, and credibility measures of exponential fuzzy number, and its expected value has been derived. A multi-item two-warehouse deterministic inventory model for deteriorating items with stock-dependent demand has been developed. For the proposed inventory model, the different costs and other parameters are considered in exponential fuzzy nature. Solution methodology of this model using expected value has been discussed. A numerical example is considered to illustrate the multi-item two-warehouse deterministic inventory model. Finally, few sensitivity analyses are presented under different rates of deterioration to check the validity of the proposed model.
机译:可能性,必要性和可信度措施在衡量模糊事件发生的机会方面起着重要作用。本文推导了指数模糊数及其期望值的可能性,必要性和可信性度量。已经开发了一种多物品两仓库确定性库存模型,该模型用于使具有库存依赖需求的物品变质。对于建议的库存模型,以指数模糊的性质考虑了不同的成本和其他参数。已经讨论了使用期望值的该模型的解决方法。考虑一个数值示例来说明多项目两仓库确定性库存模型。最后,很少有灵敏度分析在不同的恶化速率下进行,以检验所提出模型的有效性。

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