2022
DOI: 10.1016/j.cor.2022.105860
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Optimization of facility location and size problem based on bi-level multi-objective programming

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Cited by 17 publications
(2 citation statements)
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“…Multi-objective programming can provide Pareto-optimal solutions at each level, but the more critical problem is to obtain the optimal solution for lower-level optimization. Bonnel et al (2015) and Hu et al (2022) provided the optimal solution for the leader and follower under optimistic and pessimistic conditions. These optimistic and pessimistic approaches are significant as well in dealing with our MBO.…”
Section: Bilevel Optimization Under Amentioning
confidence: 99%
“…Multi-objective programming can provide Pareto-optimal solutions at each level, but the more critical problem is to obtain the optimal solution for lower-level optimization. Bonnel et al (2015) and Hu et al (2022) provided the optimal solution for the leader and follower under optimistic and pessimistic conditions. These optimistic and pessimistic approaches are significant as well in dealing with our MBO.…”
Section: Bilevel Optimization Under Amentioning
confidence: 99%
“…Ge et al examined the facility location problem for the U.S. fresh produce supply chain by adopting complementary modeling approaches [35]. Hu et al developed a bi-level multi-objective model to optimize the location and size of general service infrastructure in urban areas [36]. Wolff et al developed a mathematical model to determine the optimal locations of transport infrastructure, a question which is related to the design of renewable fuel supply chains [37].…”
Section: Facility Locationmentioning
confidence: 99%