Abstract

The frequency and impact of wildfires have considerably increased in the past decade, due to the extreme weather conditions as well as the increased population density. The aim of this study is to introduce, model, and solve a wildfire suppression problem that involves multiple types of fire suppression resources and their operational characteristics. Two integer programming (IP) formulations, a basic IP and its reformulation with combinatorial Benders’ cuts, are presented. The performances of the proposed formulations are evaluated on a set of randomly generated instances. The results indicate that the proposed formulations are able to obtain high quality upper and lower bounds. Extensive numerical experiments are performed to analyse the effects of several operational constraints on the computational performance of the models. A case study arising in Yatağan district of Muğla province of Türkiye is presented.
Original languageEnglish
Pages (from-to)488-502
Number of pages15
JournalEuropean Journal of Operational Research
Volume316
Issue number2
Early online date4 Mar 2024
DOIs
Publication statusPublished - 16 Jul 2024

Funding

We would like to thank Muğla Regional Directorate of Forestry for providing the forest maps. We would like to express our gratitude to Ali Toraman from Yatağan Directorate of Forest District for sharing his expert knowledge in wildfire suppression tactics. This study has also benefited from the interviews with Rob Gazzard from the UK Forestry commission, Luke Maggs and Haf Leyshon from Natural Resources Wales and Neville Gaddes from Forestry England. The work reported in this paper was undertaken as part of the Made Smarter Innovation: Centre for People-Led Digitalisation, at the University of Bath, University of Nottingham, and Loughborough University.

FundersFunder number
Natural Resources Wales and Neville Gaddes from Forestry England
Forestry Commission
University of Nottingham
Loughborough University

    Keywords

    • Combinatorial Benders’ cuts
    • Mathematical modelling
    • OR in disaster relief
    • Wildfire suppression

    ASJC Scopus subject areas

    • Information Systems and Management
    • General Computer Science
    • Modelling and Simulation
    • Management Science and Operations Research

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