DocumentCode
3229717
Title
Proposition of a mathematical model to measure the minimal rates of return for a beneficial introduction of reverse logistics in a direct chain
Author
Mimouni, Faycal ; Mharzi, Hassan ; Abouabdellah, Abdellah
Author_Institution
Ibn Tofail Univ., Kenitra, Morocco
fYear
2015
fDate
25-27 March 2015
Firstpage
198
Lastpage
204
Abstract
Direct supply chain logistics is an essential part in all industries to acquire raw materials and deliver products to customer at the optimal time and at minimal cost to ensure customers´ satisfaction. The purpose of this work is to demonstrate the importance of reverse logistics, logistics management system products recovered by the company, with regard to recycling, recovery and other forms of product returns from customer to producer and its integration into the direct supply chain. And as such, the objective of this paper will be to create a mathematical model to measure the minimal rates of return for a beneficial introduction of reverse logistics in a direct chain. The first part of the article presents the problems studied. The second part describes the literature review of reverse logistics. The third part highlights the interest of this study in the industrial field. The fourth part shows the different steps of the proposed mathematical model and its application to a case study followed by an analysis of the results obtained. The latter represent the conclusion and the research opportunities of this paper.
Keywords
mathematical analysis; recycling; reverse logistics; supply chains; customer satisfaction; direct supply chain logistics; logistics management system; mathematical model; product recovery; product returns; rates of return; recycling; reverse logistics; Industries; Logistics; Manufacturing; Resource management; Processes; Reverse logistics; mathematical model; random;
fLanguage
English
Publisher
ieee
Conference_Titel
Electrical and Information Technologies (ICEIT), 2015 International Conference on
Conference_Location
Marrakech
Print_ISBN
978-1-4799-7478-8
Type
conf
DOI
10.1109/EITech.2015.7162998
Filename
7162998
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