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How to get more from your model: the role of constructive selection in estimation of distribution algorithms

How to get more from your model: the role of constructive selection in estimation of distribution algorithms
How to get more from your model: the role of constructive selection in estimation of distribution algorithms
Model-building optimisation methods aim to learn the structure underlying a problem and exploit this to direct the exploration of solutions. This generally interleaves two processes: Generating samples (from the model), and updating the model (using selected samples). In most estimation of distribution algorithms (EDAs),e.g. BOA, selection is used only in the latter, to determine which samples are retained for updating the model. In contrast, other evolution-inspired algorithms (such as rHN-G and MACRO) useselection differently - within the process that generates samples from the model. It has been hypothesised that this ’constructive selection’ process can facilitate optimisation that other EDAs cannot but this has not been previously shown. Here we investigate these distinctions using constraint optimisation problems with a very simple modular structure. We find that a simple constructive selection method (rHN-g) can solve these problems in time polynomial in the problem size whereas other methods, such as BOA, require exponential time. We confirm that this result arises notfrom any diffculty in acquiring an accurate model but because of how samples are generated given the model. This suggests that by using constructive selection other EDAs could exploit the models they learn more efficiently to solve otherwise unsolvable problems.
101-102
Association for Computing Machinery
Caldwell, J. R.
ccd1580f-a754-4199-b7bb-156cd503bd53
Watson, R. A.
3acbe2c7-4fec-4205-90ac-0a4019e422eb
Caldwell, J. R.
ccd1580f-a754-4199-b7bb-156cd503bd53
Watson, R. A.
3acbe2c7-4fec-4205-90ac-0a4019e422eb

Caldwell, J. R. and Watson, R. A. (2017) How to get more from your model: the role of constructive selection in estimation of distribution algorithms. In GECCO '17: Proceedings of the Genetic and Evolutionary Computation Conference Companion. Association for Computing Machinery. pp. 101-102 . (doi:10.1145/3067695.3076049).

Record type: Conference or Workshop Item (Paper)

Abstract

Model-building optimisation methods aim to learn the structure underlying a problem and exploit this to direct the exploration of solutions. This generally interleaves two processes: Generating samples (from the model), and updating the model (using selected samples). In most estimation of distribution algorithms (EDAs),e.g. BOA, selection is used only in the latter, to determine which samples are retained for updating the model. In contrast, other evolution-inspired algorithms (such as rHN-G and MACRO) useselection differently - within the process that generates samples from the model. It has been hypothesised that this ’constructive selection’ process can facilitate optimisation that other EDAs cannot but this has not been previously shown. Here we investigate these distinctions using constraint optimisation problems with a very simple modular structure. We find that a simple constructive selection method (rHN-g) can solve these problems in time polynomial in the problem size whereas other methods, such as BOA, require exponential time. We confirm that this result arises notfrom any diffculty in acquiring an accurate model but because of how samples are generated given the model. This suggests that by using constructive selection other EDAs could exploit the models they learn more efficiently to solve otherwise unsolvable problems.

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More information

Published date: 15 July 2017
Additional Information: © 2017 Copyright held by the owner/author(s)
Venue - Dates: Genetic and Evolutionary Computation Conference, , Berlin, Germany, 2017-07-15 - 2017-07-19

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Local EPrints ID: 469780
URI: http://eprints.soton.ac.uk/id/eprint/469780
PURE UUID: 85814d72-93e5-4810-a1ce-4112c972343c

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Date deposited: 26 Sep 2022 16:36
Last modified: 16 Mar 2024 22:26

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Contributors

Author: J. R. Caldwell
Author: R. A. Watson

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