An EPQ model with two levels of trade credit policy under supplier credits linked to ordering quantity based on the triangular fuzzy numbers

Liang-Ho Chen, Chih-te Yang, T. Huang, Shui-Ching Chang
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Abstract

In real world, there are many uncertain conditions which cannot be absolutely pre-determined or controlled by the decision maker. Then, by the empirical experience in the market behavior, there are no fixed carrying cost rate, interest paid rate and interest earned rate. In this paper, we will extend Chen et al. [1] model with fuzzification in the carrying cost rate, interest paid rate and interest earned rate, simultaneously, based on the triangular fuzzy numbers to fit the real world. Then, in our new fuzzy model, we will discuss some conditions or theorems to find the optimal solution for the total variable cost per unit time in fuzzy sense. Moreover, we will take some examples to illustrate our proposed model.
基于三角模糊数的供应商信用与订货量挂钩的两级贸易信用政策EPQ模型
在现实世界中,存在着许多不确定的条件,这些条件不能被决策者完全预先确定或控制。然后,根据市场行为的经验,不存在固定的持有成本率、支付利率和赚取利率。在本文中,我们将扩展Chen等人[1]的模型,同时在持有成本率、支付利率和赚取利率上进行模糊化,基于三角模糊数来拟合现实世界。然后,在新的模糊模型中,我们将讨论在模糊意义上寻找单位时间总可变成本最优解的一些条件或定理。此外,我们将举一些例子来说明我们提出的模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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