TY - JOUR
T1 - Region-Focused Memetic Algorithms with Smart Initialization for Real-World Large-Scale Waste Collection Problems
AU - LAN, Wenxing
AU - YE, Ziyuan
AU - RUAN, Peijun
AU - LIU, Jialin
AU - YANG, Peng
AU - YAO, Xin
PY - 2022/8
Y1 - 2022/8
N2 - Memetic algorithm (MA) is widely applied to optimize routing problems as it provides one way to combine local search with global search. However, the local search in MA needs to be carefully designed according to the problem's characteristics. In this article, we consider a real-world large-scale waste collection problem with multiple depots, multiple disposal facilities, multiple trips, and working time constraints. Vehicles with a limited capacity and working time can start from different depots, collect waste at different sites, and make multiple trips to different disposal facilities to empty the waste and return to its origin. While the existing work considered problems with multiple trips and time constraints, none have tackled problems with multiple depots, multiple disposal facilities, multiple trips, as well as working time constraints. The change from 'single-depot' to 'multidepot' not only reflects better the situation in real life but also leads to a qualitative different and more complex problem. In this article, we first model this complex problem mathematically. Then, a novel region-focused MA is proposed to tackle this new challenge. Compared to classic MA, this region-focused one is enhanced by two major components: 1) a new heuristic-Assisted solution initialization algorithm and 2) a region-focused local search with novel heuristics. Comprehensive computational studies show that our proposed approaches significantly outperform several state-of-The-Arts on our real problem of thousands of tasks. The new local search procedure and solution initialization method significantly improve the search ability in combination with global search ability of MA. © 1997-2012 IEEE.
AB - Memetic algorithm (MA) is widely applied to optimize routing problems as it provides one way to combine local search with global search. However, the local search in MA needs to be carefully designed according to the problem's characteristics. In this article, we consider a real-world large-scale waste collection problem with multiple depots, multiple disposal facilities, multiple trips, and working time constraints. Vehicles with a limited capacity and working time can start from different depots, collect waste at different sites, and make multiple trips to different disposal facilities to empty the waste and return to its origin. While the existing work considered problems with multiple trips and time constraints, none have tackled problems with multiple depots, multiple disposal facilities, multiple trips, as well as working time constraints. The change from 'single-depot' to 'multidepot' not only reflects better the situation in real life but also leads to a qualitative different and more complex problem. In this article, we first model this complex problem mathematically. Then, a novel region-focused MA is proposed to tackle this new challenge. Compared to classic MA, this region-focused one is enhanced by two major components: 1) a new heuristic-Assisted solution initialization algorithm and 2) a region-focused local search with novel heuristics. Comprehensive computational studies show that our proposed approaches significantly outperform several state-of-The-Arts on our real problem of thousands of tasks. The new local search procedure and solution initialization method significantly improve the search ability in combination with global search ability of MA. © 1997-2012 IEEE.
KW - Capacitated vehicle routing problem (CVRP)
KW - local search
KW - memetic algorithm (MA)
KW - metaheuristics
KW - waste collection
UR - http://www.scopus.com/inward/record.url?scp=85118545541&partnerID=8YFLogxK
U2 - 10.1109/TEVC.2021.3123960
DO - 10.1109/TEVC.2021.3123960
M3 - Journal Article (refereed)
SN - 1089-778X
VL - 26
SP - 704
EP - 718
JO - IEEE Transactions on Evolutionary Computation
JF - IEEE Transactions on Evolutionary Computation
IS - 4
ER -