2017
DOI: 10.24200/sci.2017.4300
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A computational approach to economic production quantity model for perishable products with backordering shortage and stock-dependent demand

Abstract: Abstract. This paper deals with an Economic Production Quantity (EPQ) model to determine production-inventory policies for perishable products. Shortage is permitted and fully backordered. The demand rate is stochastic-and stock-dependent. Since the problem is mathematically challenging and intractable via analytical approaches, this paper designs a simulation-based optimization algorithm by combining a grid search and a simulation model to solve the problem. The grid search plays the role of optimizer to dete… Show more

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Cited by 12 publications
(10 citation statements)
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“…A dynamic version of the lot-sizing problem also appeared [18]. The extensions of the EOQ grew exponentially, leading to EOQ with multiple setups costs [19], a present value formulation [20], a stochastic version [21], temporary one-time discounts [22], an EOQ with learning [23], EOQ models with nonlinear holding costs [24], deteriorating items [25{28], supplier credits [29], imperfect quality [30,31], recycling [32{34], EOQ for reverse logistics environments [35,36], and partial and full backordering [37,38] to mention just a few.…”
Section: Theoretical Framework 21 Existing Work On Eoq Inventory Momentioning
confidence: 99%
“…A dynamic version of the lot-sizing problem also appeared [18]. The extensions of the EOQ grew exponentially, leading to EOQ with multiple setups costs [19], a present value formulation [20], a stochastic version [21], temporary one-time discounts [22], an EOQ with learning [23], EOQ models with nonlinear holding costs [24], deteriorating items [25{28], supplier credits [29], imperfect quality [30,31], recycling [32{34], EOQ for reverse logistics environments [35,36], and partial and full backordering [37,38] to mention just a few.…”
Section: Theoretical Framework 21 Existing Work On Eoq Inventory Momentioning
confidence: 99%
“…Moreover, Al-Salamah [11] suggested an EPQ model with quality control process where the items are subjected to destructive or nondestructive inspection. Mokhtari et al [12] proposed an EPQ model for perishable products with shortage and stock-dependent demand. Mokhtari and Rezvan [13] studied an EPQ model for multi-buyers and multiproducts under partial backordering.…”
Section: Introductionmentioning
confidence: 99%
“…Lot size problem for perishable products provides tactical decision playing an important role for the performance of closed loop supply chain network and it also facilitates towards competitive advantages of all the partners of SC network [9]. This decision also affects the decision of strategic and operational level and thus, the decision maker always keeps in mind the complexity of lot size problem for perishable product while settling other issues of SC network [10].…”
Section: Introductionmentioning
confidence: 99%