Abstract:Aiming at distribution logistics planning in green manufacturing, heterogeneous-vehicle vehicle routing problems are identified for the first time with multiple time windows that meet load constraints, arrival time window constraints, material demand, etc. This problem is expressed by a mathematical model with the characteristics of the vehicle routing problem with split deliveries by order. A hybrid ant colony optimization algorithm based on tabu search is designed to solve the problem. The search time is red… Show more
“…Eq. (11) states that the selected candidate replaces the current solution if this candidate is better than the current solution.…”
Section: Modelmentioning
confidence: 99%
“…In the biomedical works, metaheuristic has been used to optimize the detection of COVID-19 severity [5], lung cancer [6], brain tumor [7], anterior cruciate ligament deficiency [8], melanoma [9], and so on. In the manufacturing and logistics, metaheuristic has been used to optimize the parallel machine scheduling [10], vehicle distribution logistics [11], pickup and delivery problem [12], inventory management and assortment planning [13], logistic distribution center [14], and so on. In transportation sector, metaheuristic has been used to optimize the maintenance scheduling of highway networks [15], forecast the traffic flow [16], and so on.…”
This paper introduced a novel metaheuristic that is developed based on the tournament mechanism, namely quad tournament optimizer (QTO). As its name suggests, QTO proposes a new approach of metaheuristic in which there are four searches conducted by each agent in every iteration. These searches are: (1) searching toward the global best solution, (2) searching toward the middle between the global best solution and a randomly selected solution, (3) searching relative to a randomly selected solution, and (4) neighbourhood search around the corresponding solution and the global best solution. A solution candidate is generated by each search. Then, a tournament is carried out to find the best candidate. This strategy is novel because most of metaheuristic deploys only single search or multiple searches where each search is conducted sequentially. QTO is challenged to find the optimal solution of 23 classic functions. In this challenge, QTO is benchmarked against five shortcoming metaheuristics: marine predator algorithm (MPA), slime mould algorithm (SMA), golden search optimizer (GSO), hybrid pelican Komodo algorithm (HPKA), and guided pelican algorithm (GPA). The result indicates that QTO outperforms all these benchmark metaheuristics.
“…Eq. (11) states that the selected candidate replaces the current solution if this candidate is better than the current solution.…”
Section: Modelmentioning
confidence: 99%
“…In the biomedical works, metaheuristic has been used to optimize the detection of COVID-19 severity [5], lung cancer [6], brain tumor [7], anterior cruciate ligament deficiency [8], melanoma [9], and so on. In the manufacturing and logistics, metaheuristic has been used to optimize the parallel machine scheduling [10], vehicle distribution logistics [11], pickup and delivery problem [12], inventory management and assortment planning [13], logistic distribution center [14], and so on. In transportation sector, metaheuristic has been used to optimize the maintenance scheduling of highway networks [15], forecast the traffic flow [16], and so on.…”
This paper introduced a novel metaheuristic that is developed based on the tournament mechanism, namely quad tournament optimizer (QTO). As its name suggests, QTO proposes a new approach of metaheuristic in which there are four searches conducted by each agent in every iteration. These searches are: (1) searching toward the global best solution, (2) searching toward the middle between the global best solution and a randomly selected solution, (3) searching relative to a randomly selected solution, and (4) neighbourhood search around the corresponding solution and the global best solution. A solution candidate is generated by each search. Then, a tournament is carried out to find the best candidate. This strategy is novel because most of metaheuristic deploys only single search or multiple searches where each search is conducted sequentially. QTO is challenged to find the optimal solution of 23 classic functions. In this challenge, QTO is benchmarked against five shortcoming metaheuristics: marine predator algorithm (MPA), slime mould algorithm (SMA), golden search optimizer (GSO), hybrid pelican Komodo algorithm (HPKA), and guided pelican algorithm (GPA). The result indicates that QTO outperforms all these benchmark metaheuristics.
Aiming at distribution logistics planning in green manufacturing, heterogeneous-vehicle vehicle routing problems are identified for the first time with multiple time windows that meet load constraints, arrival time window constraints, material demand, etc. This problem is expressed by a mathematical model with the characteristics of the vehicle routing problem with split deliveries by order. A hybrid ant colony optimization algorithm based on tabu search is designed to solve the problem. The search time is reduced by a peripheral search strategy and an improved probability transfer rule. Parameter adaptive design is used to avoid premature convergence, and the local search is enhanced through a variety of neighborhood structures. Based on the problem that the time window cannot be violated, the time relaxation rule is designed to update the minimum wait time. The algorithm has the best performance that meets the constraints by comparing with other methods.
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