2017
DOI: 10.1080/21693277.2017.1401965
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A stochastic periodic review inventory model for vendor–buyer system with setup cost reduction and service–level constraint

Abstract: This paper presents a joint economic lot-sizing problem under stochastic demand for a vendor-buyer system by synchronizing ordering and production cycles. The buyer manages its inventory periodically using a periodic review policy. The average demand and the buyer's ordering cost are assumed to be fuzzy. The vendor's production process is imperfect and the buyer's inspection process is also imperfect. The vendor has opportunity to make an investment to reduce the setup cost. Since it is often difficult to calc… Show more

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Cited by 19 publications
(9 citation statements)
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“…However, the joint total cost function may not be convex in Q. This property was commonly found by some scholars, i.e Ben-Daya and Hariga [34], Glock [35], Jauhari and Saga [36], when solving a stochastic inventory problem. By setting equations ( 22)-( 25) equal to zero, rearranging and simplifying the terms, we obtain…”
Section: Solution Proceduresmentioning
confidence: 92%
“…However, the joint total cost function may not be convex in Q. This property was commonly found by some scholars, i.e Ben-Daya and Hariga [34], Glock [35], Jauhari and Saga [36], when solving a stochastic inventory problem. By setting equations ( 22)-( 25) equal to zero, rearranging and simplifying the terms, we obtain…”
Section: Solution Proceduresmentioning
confidence: 92%
“…Sarkar [28] considered three-stage inspection policy for inspecting initially, per delivery, and per lot. Jauhari and Saga [29] explained about a JELP problem with fuzzy demand and ordering cost. They used adjustable production rate within a certain range.…”
Section: B Inspection Policy To Identify Defective Productsmentioning
confidence: 99%
“…Because it is a long-run production system, the machine may go to the uncontrollable state from the under-control state and starts to produce defective items. A flexible production rate is considered for the production system where P ∈ [P min , P max ] (Jauhari and Saga [29]).…”
Section: B Notationmentioning
confidence: 99%
“…Khan et al (2016) developed a coordinated inventory control model for items with inferior quality for a vendor and a buyer in a supply chain where the vendor has the responsibility of managing the inventory at the buyer's facility. Jauhari and Saga (2017) developed an extension of the integrated vendor-buyer inventory control system with imperfect quality items by considering the demand rate to be stochastic, the ordering cost to be fuzzy and the (vendor's) production rate to be flexible. Castellano et al (2017) studied an inventory control system with quality considerations, price discounts based on permitted shortages, stochastic demand and controllable lead time under a periodic review policy.…”
Section: Integrated Inventory Systems With Imperfect Quality Itemsmentioning
confidence: 99%