2019
DOI: 10.2139/ssrn.3336416
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Dynamic Resource Redistribution and Demand Estimation: An Application to Bike Sharing Systems

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Cited by 6 publications
(5 citation statements)
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“…In order to overcome this issue, rebalancing processes seek to minimize three variables [ 14 ]: (i) the fraction of time the stations have no available bicycles or docks; (ii) the number of rebalancing operations; and (iii) the travelled distance. Considering these three objectives, rebalancing can be formalized as a dynamic resource redistribution based on demand estimation in the field of BSSs [ 15 ]. Under this perspective, scientific activity focuses on designing rebalancing algorithms, which commonly include three phases [ 16 ]: (i) clustering; (ii) prediction; (iii) and intra-cluster and inter-cluster routing.…”
Section: Related Workmentioning
confidence: 99%
“…In order to overcome this issue, rebalancing processes seek to minimize three variables [ 14 ]: (i) the fraction of time the stations have no available bicycles or docks; (ii) the number of rebalancing operations; and (iii) the travelled distance. Considering these three objectives, rebalancing can be formalized as a dynamic resource redistribution based on demand estimation in the field of BSSs [ 15 ]. Under this perspective, scientific activity focuses on designing rebalancing algorithms, which commonly include three phases [ 16 ]: (i) clustering; (ii) prediction; (iii) and intra-cluster and inter-cluster routing.…”
Section: Related Workmentioning
confidence: 99%
“…Jia et al proposed a Modified Artificial Bee Colony (MABC) in order to find the optimal routes and desired parked bikes of stations [23]. Meanwhile, hybrid algorithms have also been put forward, such as ant-colony optimization and Constraint Programming (CP) [36] as well as Large Neighborhood Search (LNS) and CP [28] by Di Gaspero et al It is worth mentioning that for dynamic cases, a series of work applied a rolling horizon approach to decrease the scale of the problem, e.g, [27] by Shui et al, [33] by Zhang et al and [37] by Mellou et al…”
Section: Solving Algorithmsmentioning
confidence: 99%
“…They also proved that there is an optimal inventory level. Mellou and Jaillet [17] proposed a novel mixed-integer programming formulation to solve the dynamic repositioning problem and provided a linear programming model to capture the bike flows from all trips. The authors of these studies computed the repositioning flows requiring a huge number of trucks, but in this paper we relax this requirement by setting the availability of parking regions to a certain level.…”
Section: Literature Reviewmentioning
confidence: 99%