2018
DOI: 10.5539/ijbm.v13n5p95
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A Decision Making Tool for Selection of LSPs

Abstract: This research note aims to propose a multiple criteria decision making (MCDM) based on ELECTRE method to solve the logistics service providers (LSPs) selection problem. In the contemporary global market, this selection represents a strategic process and a complex issue, as it involves various qualitative and quantitative criteria as well as decisions. The proposed model consists of two phases: (1) a survey of French firms was carried out so as to identify the factors that should be considered in the LSPs selec… Show more

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Cited by 3 publications
(2 citation statements)
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“…FMCG companies need to add LSP selection criteria related to the availability of information facilities and technology owned. The criteria for ICT availability in LSP are supported by several studies (Aguezzoul & Paché, 2018;Aguezzoul & Pires, 2016;Guarnieri et al, 2015;Hwang et al, 2016;Solakivi & Ojala, 2017). The availability of good ICT from LSP can reduce the occurrence of misinformation, both related to inventory status and demand information from consumers.…”
Section: Managerial Implicationsmentioning
confidence: 99%
“…FMCG companies need to add LSP selection criteria related to the availability of information facilities and technology owned. The criteria for ICT availability in LSP are supported by several studies (Aguezzoul & Paché, 2018;Aguezzoul & Pires, 2016;Guarnieri et al, 2015;Hwang et al, 2016;Solakivi & Ojala, 2017). The availability of good ICT from LSP can reduce the occurrence of misinformation, both related to inventory status and demand information from consumers.…”
Section: Managerial Implicationsmentioning
confidence: 99%
“…Developed in 1968, ELECTRE is a higher order method, suitable for solving problems such as Logistics Service Providers (LSPs) selection due to its ability to deal with qualitative and quantitative criteria, manage compensatory effects, and understand relationships between criteria. The ELECTRE method was developed to determine the order of preference among a discrete set of substitutions related to a set of criteria [28]. Some researchers have addressed the integration of two methods such as DEMATEL with TOPSIS, FUZZY AHP with FUZZY TOPSIS, and AHP with TOSIS.…”
Section: Literature Reviewmentioning
confidence: 99%