Production routing problems with reverse logistics and remanufacturing

Qiu, Yuzhuo; Ni, Ming; Liang, Wang; Qin, Xianhui; Fang, Xuanjing; Pardalos, Pãnos M.

doi:10.1016/j.tre.2018.01.009

Cited by 71 publications

(36 citation statements)

References 43 publications

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“…have recently introduced three B&C algorithms to deal with various PRP. The first is a PRP in which reverse logistics and remanufacturing are considered [22] , the second is a problem of production and distribution of perishable products [23] and the third is a problem of production of several types of products with the use of several homogeneous vehicles and taking into account the setting cost when there is production or when moving from the production of one product to another [24]. For the exact method using Bender's decomposition see [25].…”

Section: Literature Reviewsmentioning

confidence: 99%

“…3) and Ɐ (i, j) ∈A( ) , Ɐ k ∈ K, Ɐ t∈ T (22). these constraints indicate that no path will enter or leave a customer if the customer is not visited for a given period.…”

Section: )mentioning

confidence: 99%

“…To solve the problem, constraints (20), (21), (22), (23), (24), (24), (25), (26) are added to the initial model defined by the objective function (1) and constraints (2) - (19) and let the SECs (17) drop .The relaxation of the linear program (LP) is then resolved. the approach to eliminate subtours is divided into two stages.…”

Section: B B and C Algorithmmentioning

confidence: 99%

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Managing an External Depot in a Production Routing Problem

Kayé¹,

Diaby²,

N'Takpé³

et al. 2020

IJACSA

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This paper addresses a production and distribution problem in a supply chain. The supply chain consists of a plant with no storage capacity that produces only one type of product. The manufactured products are then transported to a depot for storage. Customers demand is met by a homogeneous fleet of vehicles that begins and ends their trips at the depot. The objective of the study is to minimize the overall cost of production, inventory and transport throughout the supply chain. A Branch-and-Cut and a hybrid Two Phases Decomposition Heuristic using a Mixed Integer Programming and a Genetic Algorithm have been developed to solve the problem.

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Section: Literature Reviewsmentioning

confidence: 99%

“…3) and Ɐ (i, j) ∈A( ) , Ɐ k ∈ K, Ɐ t∈ T (22). these constraints indicate that no path will enter or leave a customer if the customer is not visited for a given period.…”

Section: )mentioning

confidence: 99%

See 1 more Smart Citation

Managing an External Depot in a Production Routing Problem

Kayé¹,

Diaby²,

N'Takpé³

et al. 2020

IJACSA

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“…Second, our closed-loop data supply chain differs from the traditional product closed-loop supply chain, which is mainly about reverse logistic (e.g., Dowlatshahi, 2000;Larsen et al, 2018;Govindan, 2015;Qiu et al, 2018). However, in our closed-loop data supply chain, the logistics issue does not exist and the main concern is business value of data.…”

Section: Introduction and Literature Reviewmentioning

confidence: 96%

Price coordination in closed-loop data supply chain

Wang

Wen

et al. 2019

IJADS

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By focusing on new features of data products and, based on game theoretical models, we study three pricing mechanisms' performance and their effects on the participants in the data industry from the data supply chain perspective. A win-win pricing strategy for the players in the data supply chain is proposed. We obtain analytical solutions in each pricing mechanism, including the decentralised and centralised pricing, Nash bargaining pricing, and revenue sharing mechanism. Our findings show that: 1) the decentralised pricing has the lowest performance; 2) although Nash bargaining pricing can achieve the centralised channel performance, the upstream data provider and downstream application provider can only equally divide the total channel profit; 3) revenue sharing mechanism, in which the data provider subsidises the application provider, can achieve the first best performance and divide the maximum profit arbitrarily. Accordingly, end-users benefit mostly from the bargaining pricing and revenue sharing.

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“…In 2018, Qiu et al, [34] introduced closed loop production rooting problem with remanufacturing and reverse logistics activities under the vender managed inventory contract. They provided a comparison of system costs concerning the different remanufacturing parameters.…”

Section: Introductionmentioning

confidence: 99%

An Extension to the Economic Production Quantity Problem with Deteriorating Products Considering Random Machine Breakdown and Stochastic Repair Time

Poursoltan

Seyedhosseini

Jabbarzadeh

2020

IJE

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The recent advances in manufacturing systems motivate several studies to focus on Economic Production Quantity (EPQ) problem. Althuogh there are several extentions to the EPQ, this paper provides a new extension by considering some of the real world parameters like: (a) shortages in the form of partial backordering, (b) inventory can deteriorate stochastically, (c) machine can break down stochastically, and (d) machine repair time may change stochastically based on the failure status of machine. As far as we know, there is no study treated all these suppositions in an EPQ framework. In addition to this development, two forms of uniformly-and exponentially-distributed repair times are formulated and necessary convexity conditions are discussed. Then, the corresponding optimality conditions are written that lead to finding the roots of two equations. Due to difficulty of achieving a closed-form solution, the solution is obtained numerically by means of Newton-Raphson method. Finally, some sensitivity analyses are provided to explain the models' applicability. The practicality and efficiency of the proposed method in this context lends weight to development of proposed EPQ with more complex elements and its application more broadly.

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Production routing problems with reverse logistics and remanufacturing

Cited by 71 publications

References 43 publications

Managing an External Depot in a Production Routing Problem

Managing an External Depot in a Production Routing Problem

Price coordination in closed-loop data supply chain

An Extension to the Economic Production Quantity Problem with Deteriorating Products Considering Random Machine Breakdown and Stochastic Repair Time

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