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Solving the time-and-load dependent green vehicle routing and scheduling problem on real road networks

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Solving the time-and-load dependent green vehicle routing and scheduling problem on real road networks. / Raeesi, Ramin; Zografos, Konstantinos.
2016. Abstract from VeRoLog 2016, Nantes, France.

Research output: Contribution to conference - Without ISBN/ISSN Abstractpeer-review

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@conference{8fa0e7de683d4f378aa9568ea80bcebf,
title = "Solving the time-and-load dependent green vehicle routing and scheduling problem on real road networks",
abstract = "The Green Vehicle Routing and Scheduling Problem (GVRSP) has drawn considerable research attention, due to its capability to address the trade-off between traditional business and environmental objectives. Most of the existing models consider the problem on a complete graph composed of the depot and the customers. However, time and load dependent problems are not always possible to be modelled over a complete graph, since the departure times and carried loads between nodes are not known in advance. This paper formulatesthe GVRSP as a bi-objective time-and-load-dependent optimisation model and proposes an algorithm for solving it on a real road network. A network reduction technique to reduce the number of eligible paths between the network nodes, and an algorithm for departure time optimisation that can be embedded into different local search-based meta-heuristics are proposed. We are presenting results of computational experiments to demonstrate the efficiency of the proposed methodology.",
author = "Ramin Raeesi and Konstantinos Zografos",
year = "2016",
month = jun,
day = "6",
language = "English",
note = "VeRoLog 2016 : EURO working group on Vehicle Routing and Logistics optimization ; Conference date: 06-06-2016 Through 08-06-2016",
url = "http://verolog2016.sciencesconf.org/",

}

RIS

TY - CONF

T1 - Solving the time-and-load dependent green vehicle routing and scheduling problem on real road networks

AU - Raeesi, Ramin

AU - Zografos, Konstantinos

PY - 2016/6/6

Y1 - 2016/6/6

N2 - The Green Vehicle Routing and Scheduling Problem (GVRSP) has drawn considerable research attention, due to its capability to address the trade-off between traditional business and environmental objectives. Most of the existing models consider the problem on a complete graph composed of the depot and the customers. However, time and load dependent problems are not always possible to be modelled over a complete graph, since the departure times and carried loads between nodes are not known in advance. This paper formulatesthe GVRSP as a bi-objective time-and-load-dependent optimisation model and proposes an algorithm for solving it on a real road network. A network reduction technique to reduce the number of eligible paths between the network nodes, and an algorithm for departure time optimisation that can be embedded into different local search-based meta-heuristics are proposed. We are presenting results of computational experiments to demonstrate the efficiency of the proposed methodology.

AB - The Green Vehicle Routing and Scheduling Problem (GVRSP) has drawn considerable research attention, due to its capability to address the trade-off between traditional business and environmental objectives. Most of the existing models consider the problem on a complete graph composed of the depot and the customers. However, time and load dependent problems are not always possible to be modelled over a complete graph, since the departure times and carried loads between nodes are not known in advance. This paper formulatesthe GVRSP as a bi-objective time-and-load-dependent optimisation model and proposes an algorithm for solving it on a real road network. A network reduction technique to reduce the number of eligible paths between the network nodes, and an algorithm for departure time optimisation that can be embedded into different local search-based meta-heuristics are proposed. We are presenting results of computational experiments to demonstrate the efficiency of the proposed methodology.

UR - https://verolog2016.sciencesconf.org/93000/document

M3 - Abstract

T2 - VeRoLog 2016

Y2 - 6 June 2016 through 8 June 2016

ER -