Conference Paper (published)
Details
Citation
Herrmann S, Ochoa G & Rothlauf F (2016) Coarse-Grained Barrier Trees of Fitness Landscapes. In: Handl J, Hart E, Lewis P, LopezIbanez M, Ochoa G & Paechter B (eds.) Parallel Problem Solving from Nature – PPSN XIV. PPSN 2016. Lecture Notes in Computer Science, 9921. PPSN2016: 14th International Conference on Parallel Problem Solving from Nature, Edinburgh, 17.09.2016-21.09.2016. Cham: Springer, pp. 901-910. https://doi.org/10.1007/978-3-319-45823-6_84
Abstract
Recent literature suggests that local optima in fitness landscapes are clustered, which offers an explanation of why perturbation-based metaheuristics often fail to find the global optimum: they become trapped in a sub-optimal cluster. We introduce a method to extract and visualize the global organization of these clusters in form of a barrier tree. Barrier trees have been used to visualize the barriers between local optima basins in fitness landscapes. Our method computes a more coarsely grained tree to reveal the barriers between clusters of local optima. The core element is a new variant of the flooding algorithm, applicable to local optima networks, a compressed representation of fitness landscapes. To identify the clusters, we apply a community detection algorithm. A sample of 200 NK fitness landscapes suggests that the depth of their coarse-grained barrier tree is related to their search difficulty.
Keywords
Fitness landscape analysis; Barrier tree; Disconnectivity graph; Local optima networks; Big valley; Search difficulty; NK-landscapes
Status | Published |
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Funders | |
Title of series | Lecture Notes in Computer Science |
Number in series | 9921 |
Publication date | 31/12/2016 |
Publication date online | 31/08/2016 |
URL | |
Publisher | Springer |
Place of publication | Cham |
ISSN of series | 0302-9743 |
ISBN | 978-3-319-45822-9 |
eISBN | 978-3-319-45823-6 |
Conference | PPSN2016: 14th International Conference on Parallel Problem Solving from Nature |
Conference location | Edinburgh |
Dates | – |
People (1)
Professor, Computing Science