The matching problem of empty vehicle redistribution in autonomous taxi systems
Author(s) -
Tatiana Babicheva,
Wilco Burghout,
Ingmar Andréasson,
Nadège Faul
Publication year - 2018
Publication title -
procedia computer science
Language(s) - English
Resource type - Journals
ISSN - 1877-0509
DOI - 10.1016/j.procs.2018.04.020
Subject(s) - computer science , bipartite graph , queue , redistribution (election) , matching (statistics) , operations research , graph , mathematical optimization , real time computing , computer network , theoretical computer science , statistics , mathematics , politics , political science , law , engineering
This article discusses empty vehicle redistribution algorithms for PRT and autonomous taxi services from a passenger service perspective. In modern literature reactive methods such as nearest neighbours are commonly used. In this article we first formulate the general matching problem on a bipartite graph of available vehicles and stations. In addition, we propose a new index-based proactive redistribution (IBR) algorithm based on predicted near-future demand at stations. Test results of six variations of combined proactive and reactive strategies on a test case in Saclay, France with 20 stations and 100 vehicles are given. The combined Nearest Neighbour / IBR provides a promising solution for both peak and off-peak demand, significantly outperforming all other methods considered, in terms of passenger waiting time (both average and maximum) as well as in terms of station queue lengths.
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