Ensemble move acceptance in selection hyper-heuristics

Selection hyper-heuristics are high level search methodologies which control a set of low level heuristics while solving a given problem. Move acceptance is a crucial component of selection hyper-heuristics, deciding whether to accept or reject a new solution at each step during the search process....

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Main Authors: Kheiri, Ahmed, Mısır, Mustafa, Özcan, Ender
Format: Book Section
Published: Springer 2016
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Online Access:https://eprints.nottingham.ac.uk/37336/
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author Kheiri, Ahmed
Mısır, Mustafa
Özcan, Ender
author_facet Kheiri, Ahmed
Mısır, Mustafa
Özcan, Ender
author_sort Kheiri, Ahmed
building Nottingham Research Data Repository
collection Online Access
description Selection hyper-heuristics are high level search methodologies which control a set of low level heuristics while solving a given problem. Move acceptance is a crucial component of selection hyper-heuristics, deciding whether to accept or reject a new solution at each step during the search process. This study investigates group decision making strategies as ensemble methods exploiting the strengths of multiple move acceptance methods for improved performance. The empirical results indicate the success of the proposed methods across six combinatorial optimisation problems from a benchmark as well as an examination timetabling problem.
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institution University of Nottingham Malaysia Campus
institution_category Local University
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publishDate 2016
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spelling nottingham-373362020-05-04T18:09:49Z https://eprints.nottingham.ac.uk/37336/ Ensemble move acceptance in selection hyper-heuristics Kheiri, Ahmed Mısır, Mustafa Özcan, Ender Selection hyper-heuristics are high level search methodologies which control a set of low level heuristics while solving a given problem. Move acceptance is a crucial component of selection hyper-heuristics, deciding whether to accept or reject a new solution at each step during the search process. This study investigates group decision making strategies as ensemble methods exploiting the strengths of multiple move acceptance methods for improved performance. The empirical results indicate the success of the proposed methods across six combinatorial optimisation problems from a benchmark as well as an examination timetabling problem. Springer 2016-09-24 Book Section PeerReviewed Kheiri, Ahmed, Mısır, Mustafa and Özcan, Ender (2016) Ensemble move acceptance in selection hyper-heuristics. In: Computer and information sciences: 31st International Symposium, ISCIS 2016, Kraków, Poland, October 27–28, 2016, proceedings. Communications in computer and information science (659). Springer, pp. 21-29. ISBN 978-3-319-47217-1 Metaheuristic; Optimisation; Parameter control; Timetabling; Group decision making http://link.springer.com/chapter/10.1007%2F978-3-319-47217-1_3 doi:10.1007/978-3-319-47217-1_3 doi:10.1007/978-3-319-47217-1_3
spellingShingle Metaheuristic; Optimisation; Parameter control; Timetabling; Group decision making
Kheiri, Ahmed
Mısır, Mustafa
Özcan, Ender
Ensemble move acceptance in selection hyper-heuristics
title Ensemble move acceptance in selection hyper-heuristics
title_full Ensemble move acceptance in selection hyper-heuristics
title_fullStr Ensemble move acceptance in selection hyper-heuristics
title_full_unstemmed Ensemble move acceptance in selection hyper-heuristics
title_short Ensemble move acceptance in selection hyper-heuristics
title_sort ensemble move acceptance in selection hyper-heuristics
topic Metaheuristic; Optimisation; Parameter control; Timetabling; Group decision making
url https://eprints.nottingham.ac.uk/37336/
https://eprints.nottingham.ac.uk/37336/
https://eprints.nottingham.ac.uk/37336/