A Hyperheuristic Approach to Multi-Echelon Hub and Routing Optimization: Model, Valid Inequalities, and Case Study

Efficient logistics management is critical in the modern global supply chain, and this study introduces an advanced hyperheuristic approach to the Multi-Echelon Hub and Routing Optimization (MEHRO) problem. The MEHRO problem encompasses optimizing hub locations and vehicle routes while balancing cos...

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Main Authors: Kassem Danach, Hassan Harb, Badih Baz, Abbass Nasser
Format: Article
Language:English
Published: IEEE 2025-01-01
Series:IEEE Open Journal of Intelligent Transportation Systems
Subjects:
Online Access:https://ieeexplore.ieee.org/document/10979948/
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author Kassem Danach
Hassan Harb
Badih Baz
Abbass Nasser
author_facet Kassem Danach
Hassan Harb
Badih Baz
Abbass Nasser
author_sort Kassem Danach
collection DOAJ
description Efficient logistics management is critical in the modern global supply chain, and this study introduces an advanced hyperheuristic approach to the Multi-Echelon Hub and Routing Optimization (MEHRO) problem. The MEHRO problem encompasses optimizing hub locations and vehicle routes while balancing cost efficiency, service quality, and environmental sustainability. A novel mathematical model integrates transportation, hub setup, and inventory costs, strengthened by valid inequalities to enhance computational efficiency. The hyperheuristic framework dynamically selects from a pool of low-level heuristics, adapting strategies to varying problem instances. A real-world case study validates the model’s effectiveness, demonstrating significant cost reductions, improved service levels, and minimized environmental impact compared to traditional methods. This work sets a foundation for scalable and adaptive solutions in logistics and combinatorial optimization, catering to the evolving demands of global supply chain management.
format Article
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institution Kabale University
issn 2687-7813
language English
publishDate 2025-01-01
publisher IEEE
record_format Article
series IEEE Open Journal of Intelligent Transportation Systems
spelling doaj-art-af6bfbba40fc4a93b7795b9b846c0f692025-08-20T03:27:14ZengIEEEIEEE Open Journal of Intelligent Transportation Systems2687-78132025-01-01678179110.1109/OJITS.2025.356520910979948A Hyperheuristic Approach to Multi-Echelon Hub and Routing Optimization: Model, Valid Inequalities, and Case StudyKassem Danach0https://orcid.org/0000-0001-6469-672XHassan Harb1Badih Baz2https://orcid.org/0000-0002-1553-4908Abbass Nasser3https://orcid.org/0000-0002-7768-8953Basic and Applied Sciences Research Center, Al Maaref University, Beirut, LebanonCollege of Engineering and Technology, American University of the Middle East, Egaila, KuwaitBusiness Computing Department, Business School, Holy-Spirit University of Kaslik, Jounieh, LebanonBasic and Applied Sciences Research Center, Al Maaref University, Beirut, LebanonEfficient logistics management is critical in the modern global supply chain, and this study introduces an advanced hyperheuristic approach to the Multi-Echelon Hub and Routing Optimization (MEHRO) problem. The MEHRO problem encompasses optimizing hub locations and vehicle routes while balancing cost efficiency, service quality, and environmental sustainability. A novel mathematical model integrates transportation, hub setup, and inventory costs, strengthened by valid inequalities to enhance computational efficiency. The hyperheuristic framework dynamically selects from a pool of low-level heuristics, adapting strategies to varying problem instances. A real-world case study validates the model’s effectiveness, demonstrating significant cost reductions, improved service levels, and minimized environmental impact compared to traditional methods. This work sets a foundation for scalable and adaptive solutions in logistics and combinatorial optimization, catering to the evolving demands of global supply chain management.https://ieeexplore.ieee.org/document/10979948/Multi-echelon hub and routing optimizationhyperheuristicslogistics optimizationhub location problemvehicle routing problemvalid inequalities
spellingShingle Kassem Danach
Hassan Harb
Badih Baz
Abbass Nasser
A Hyperheuristic Approach to Multi-Echelon Hub and Routing Optimization: Model, Valid Inequalities, and Case Study
IEEE Open Journal of Intelligent Transportation Systems
Multi-echelon hub and routing optimization
hyperheuristics
logistics optimization
hub location problem
vehicle routing problem
valid inequalities
title A Hyperheuristic Approach to Multi-Echelon Hub and Routing Optimization: Model, Valid Inequalities, and Case Study
title_full A Hyperheuristic Approach to Multi-Echelon Hub and Routing Optimization: Model, Valid Inequalities, and Case Study
title_fullStr A Hyperheuristic Approach to Multi-Echelon Hub and Routing Optimization: Model, Valid Inequalities, and Case Study
title_full_unstemmed A Hyperheuristic Approach to Multi-Echelon Hub and Routing Optimization: Model, Valid Inequalities, and Case Study
title_short A Hyperheuristic Approach to Multi-Echelon Hub and Routing Optimization: Model, Valid Inequalities, and Case Study
title_sort hyperheuristic approach to multi echelon hub and routing optimization model valid inequalities and case study
topic Multi-echelon hub and routing optimization
hyperheuristics
logistics optimization
hub location problem
vehicle routing problem
valid inequalities
url https://ieeexplore.ieee.org/document/10979948/
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