arXiv Analytics

Sign in

arXiv:2109.08069 [math.OC]AbstractReferencesReviewsResources

Metro stations as crowd-shipping catalysts: an empirical and computational study

Carlo Filippi, Francesca Plebani

Published 2021-09-16Version 1

Crowd-shipping is a promising shared mobility service that involves the delivery of goods using non-professional shippers. This service is mainly intended to reduce congestion and pollution in city centers but, as some authors observe, in most crowd-shipping initiatives the crowd rely on private motorized vehicles and hence the environmental benefits could be small, if not negative. Conversely, a crowd-shipping service relying on public transport should maximize the environmental benefits. Motivated by this observation, in this study we assess the potentials of crowd-shipping based on metro commuters in the city of Brescia, Italy. Our contribution is twofold. First, we analyze the results of a survey conducted among metro users to assess their willingness to act as crowd-shippers. The main result is that most young commuters and retirees are willing to be crowd-shippers even for a null reward. Second, we assess the potential economic impact of using metro-based crowd-shipping coupled with a traditional home delivery service. To this end, we formulate a variant of the VRP model where the customers closest to the metro stations may be served either by a conventional vehicle or by a crowd-shipper. The model is implemented using Python with Gurobi solver. A computational study based on the Brescia case is performed to get insights on the economic advantages that a metro-based crowd delivery option may have for a retailing company.

Related articles: Most relevant | Search more
arXiv:2103.09573 [math.OC] (Published 2021-03-17)
A Computational Study of Perspective Cuts
arXiv:2007.14740 [math.OC] (Published 2020-07-29)
A computational study for the inventory routing problem
arXiv:2006.04571 [math.OC] (Published 2020-06-05)
A Computational Study of Exact Subgraph Based SDP Bounds for Max-Cut, Stable Set and Coloring