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A Partial Allocation Local Search Matheuristic for Solving the School Bus Routing Problem with Bus Stop Selection

Herminia I. Calvete, Carmen Galé, José A. Iranzo, Paolo Toth

2020Mathematics16 citationsDOIOpen Access PDF

Abstract

This paper addresses the school bus routing problem with bus stop selection, which jointly handles the problems of determining the set of bus stops to visit, allocating each student to one of these bus stops and computing the routes that visit the selected bus stops, so that the total routing cost is minimized and the walking distance of the students is limited by a given value. A fast and efficient matheuristic is developed based on an innovative approach that first partially allocates the students to a set of active stops that they can reach, and computes a set of routes that minimizes the routing cost. Then, a refining process is performed to complete the allocation and to adapt the routes until a feasible solution is obtained. The algorithm is tested on a set of benchmark instances. The computational results show the efficiency of the algorithm in terms of the quality of the solutions yielded and the computing time.

Topics & Concepts

Benchmark (surveying)Computer scienceRouting (electronic design automation)Set (abstract data type)School busVehicle routing problemSelection (genetic algorithm)Process (computing)Local busMathematical optimizationQuality (philosophy)Computer networkControl busTransport engineeringEngineeringMathematicsSystem busArtificial intelligenceGeographyOperating systemGeodesyComputer hardwareEpistemologyProgramming languagePhilosophyVehicle Routing Optimization MethodsScheduling and Timetabling SolutionsTransportation Planning and Optimization
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