2017
DOI: 10.1371/journal.pone.0187725
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Forecast horizon of multi-item dynamic lot size model with perishable inventory

Abstract: This paper studies a multi-item dynamic lot size problem for perishable products where stock deterioration rates and inventory costs are age-dependent. We explore structural properties in an optimal solution under two cost structures and develop a dynamic programming algorithm to solve the problem in polynomial time when the number of products is fixed. We establish forecast horizon results that can help the operation manager to decide the precise forecast horizon in a rolling decision-making process. Finally,… Show more

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Cited by 7 publications
(3 citation statements)
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“…In fact, many goods, such as foodstuffs, have an expiration date. Therefore, it is important to consider dynamic lot sizes on multiple product items that have an expiration date or short life to avoid material damage and consideration of storage costs that are correlated with storage time (Jing & Lan, 2017). Several studies on inventory control with the theme of products that have an expiration date, including in his research (Nafisah et al, 2016a;Jing & Lan, 2017;Nafisah et al, 2011;Nafisah et al, 2016b).…”
Section: Literatur Reviewmentioning
confidence: 99%
“…In fact, many goods, such as foodstuffs, have an expiration date. Therefore, it is important to consider dynamic lot sizes on multiple product items that have an expiration date or short life to avoid material damage and consideration of storage costs that are correlated with storage time (Jing & Lan, 2017). Several studies on inventory control with the theme of products that have an expiration date, including in his research (Nafisah et al, 2016a;Jing & Lan, 2017;Nafisah et al, 2011;Nafisah et al, 2016b).…”
Section: Literatur Reviewmentioning
confidence: 99%
“…The use of inventory models is important when managing a logistically efficient organization [13]. A typical objective for evaluating an inventory system is to minimize the total cost (TC), which is a function of purchase cost, ordering cost per lot (or setup), inventory holding cost, and shortage cost [4].…”
Section: Introduction and Bibliographical Reviewmentioning
confidence: 99%
“…Jing and Lan [32] study a multi-item DLS problem for perishable products where stock deterioration rates and inventory costs are age-dependent. They explore structural properties in an optimal solution under two cost structures and develop a dynamic programming algorithm to solve the problem in polynomial time when the number of products is fixed, and establish forecast horizon results.…”
mentioning
confidence: 99%