Memetic algorithms and hyperheuristics applied to a multiobjectivised two-dimensional packing problem
Packing problems are np -hard problems with several practical applications. A variant of a 2d Packing Problem (2 dpp ) was proposed in the gecco 2008 competition session. In this paper, Memetic Algorithms ( ma s) and Hyperheuristics are applied to a multiobjectivised version of the 2 dpp . Multiobje...
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Veröffentlicht in: | Journal of global optimization 2014-04, Vol.58 (4), p.769-794 |
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Hauptverfasser: | , , |
Format: | Artikel |
Sprache: | eng |
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Zusammenfassung: | Packing problems are
np
-hard problems with several practical applications. A variant of a
2d
Packing Problem (2
dpp
) was proposed in the
gecco
2008 competition session. In this paper, Memetic Algorithms (
ma
s) and Hyperheuristics are applied to a multiobjectivised version of the 2
dpp
. Multiobjectivisation is the reformulation of a mono-objective problem into a multi-objective one. The main aim of multiobjectivising the 2
dpp
is to avoid stagnation in local optima. First generation
ma
s refers to hybrid algorithms that combine a population-based global search with an individual learning process. A novel first generation
ma
is proposed, and an original multiobjectivisation method is applied to the 2
dpp
. In addition, with the aim of facilitating the application of such first generation
ma
s from the point of view of the parameter setting, and of enabling their usage in parallel environments, a parallel hyperheuristic is also applied. Particularly, the method applied here is a hybrid approach which combines a parallel island-based model and a hyperheuristic. The main objective of this work is twofold. Firstly, to analyse the advantages and drawbacks of a set of first generation
ma
s. Secondly, to attempt to avoid those drawbacks by applying a parallel hyperheuristic. Moreover, robustness and scalability analyses of the parallel scheme are included. Finally, we should note that our methods improve on the current best-known solutions for the tested instances of the 2
dpp
. |
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ISSN: | 0925-5001 1573-2916 |
DOI: | 10.1007/s10898-013-0088-4 |