Order assignment considering buyer, third-party logistics provider, and suppliers
Order assignment considering buyer, third-party logistics provider, and suppliers
This paper presents a fuzzy multiple-objective mixed-integer programming model that tackles some different features of order assignment problems by considering vague aspects of such decision-making problems, the model reflects realities encountered in practice. In particular, the model considers three main parties of the supply chain: the purchasing organisation, suppliers, and third-party logistics providers (3PL) and in doing so, considers the three main aspects of order assignment, namely purchasing, holding, and ordering. By applying the theory of fuzzy sets, and through some operations on objective function and constraints, this research achieves a mixed-integer programming model with less complexity and more performance in a group of order assignment problems.
Fuzzy mathematical programming, Multiple-objective decision making, Order assignment, Supplier selection
144-152
Woo, Hong Seng
d51a4c66-45f0-4cba-93e3-5c594c7fd776
Saghiri, Soroosh
6bfd600c-bdd1-4dde-9f33-d3f138e85e9d
April 2011
Woo, Hong Seng
d51a4c66-45f0-4cba-93e3-5c594c7fd776
Saghiri, Soroosh
6bfd600c-bdd1-4dde-9f33-d3f138e85e9d
Woo, Hong Seng and Saghiri, Soroosh
(2011)
Order assignment considering buyer, third-party logistics provider, and suppliers.
International Journal of Production Economics, 130 (2), .
(doi:10.1016/j.ijpe.2010.10.019).
Abstract
This paper presents a fuzzy multiple-objective mixed-integer programming model that tackles some different features of order assignment problems by considering vague aspects of such decision-making problems, the model reflects realities encountered in practice. In particular, the model considers three main parties of the supply chain: the purchasing organisation, suppliers, and third-party logistics providers (3PL) and in doing so, considers the three main aspects of order assignment, namely purchasing, holding, and ordering. By applying the theory of fuzzy sets, and through some operations on objective function and constraints, this research achieves a mixed-integer programming model with less complexity and more performance in a group of order assignment problems.
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Published date: April 2011
Keywords:
Fuzzy mathematical programming, Multiple-objective decision making, Order assignment, Supplier selection
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Local EPrints ID: 472780
URI: http://eprints.soton.ac.uk/id/eprint/472780
ISSN: 0925-5273
PURE UUID: 1d4adec2-72cb-4b88-be25-d05e5d68ad4d
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Date deposited: 19 Dec 2022 17:31
Last modified: 17 Mar 2024 04:17
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Author:
Hong Seng Woo
Author:
Soroosh Saghiri
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