Declarative Representation and Solution of Vehicle Routing with Pickup and Delivery Problem
Author(s) -
Amelia Bădică,
Costin Bădică,
Florin Leon,
Lucian Luncean
Publication year - 2017
Publication title -
procedia computer science
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.334
H-Index - 76
ISSN - 1877-0509
DOI - 10.1016/j.procs.2017.05.261
Subject(s) - computer science , vehicle routing problem , truck , pickup , scheduling (production processes) , routing (electronic design automation) , operations research , constraint programming , graph , distributed computing , mathematical optimization , computer network , theoretical computer science , stochastic programming , artificial intelligence , physics , mathematics , engineering , image (mathematics) , thermodynamics
Recently we have proposed a multi-agent system that provides an intelligent logistics brokerage service focusing on the transport activity for the efficient allocation of transport resources (vehicles or trucks) to the transport applications. The freight broker agent has a major role to coordinate transportation arrangements of transport customers (usually shippers and consignees) with transport resource providers or carriers, following the freight broker business model. We focus on the fundamental function of this business that aims to find available trucks and to define their feasible routes for transporting requested customer loads. The main contribution of this paper is on formulating our scheduling problem as a special type of vehicle routing with pickup and delivery problem. We propose a new set partitioning model of our specific problem. Vehicle routes are defined on the graph of cities, rather than on the graph of customer orders, as typically proposed by set partitioning formulations. This approach is particularly useful when a large number of customer orders sharing a significantly lower number of pickup and delivery points must be scheduled. Our achievement is the declarative representation and solution of the model using ECLiPSe state-of-the-art constraint logic programming system.
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