Coevolutionary bid-based genetic programming for problem decomposition in classification

Created by W.Langdon from gp-bibliography.bib Revision:1.8051

@Article{Lichodzijewski:2008:GPEM,

• author = "Peter Lichodzijewski and Malcolm I. Heywood",
• title = "Coevolutionary bid-based genetic programming for problem decomposition in classification",
• journal = "Genetic Programming and Evolvable Machines",
• year = "2008",
• volume = "9",
• number = "4",
• pages = "331--365",
• month = dec,
• keywords = "genetic algorithms, genetic programming, Coevolution, Problem decomposition, Teaming, Classification, SVM",
• ISSN = "1389-2576",
• DOI = "doi:10.1007/s10710-008-9067-9",
• abstract = "In this work a cooperative, bid-based, model for problem decomposition is proposed with application to discrete action domains such as classification. This represents a significant departure from models where each individual constructs a direct input-outcome map, for example, from the set of exemplars to the set of class labels as is typical under the classification domain. In contrast, the proposed model focuses on learning a bidding strategy based on the exemplar feature vectors; each individual is associated with a single discrete action and the individual with the maximum bid wins the right to suggest its action. Thus, the number of individuals associated with each action is a function of the intra-action bidding behaviour. Credit assignment is designed to reward correct but unique bidding strategies relative to the target actions. An advantage of the model over other teaming methods is its ability to automatically determine the number of and interaction between cooperative team members. The resulting model shares several traits with learning classifier systems and as such both approaches are benchmarked on nine large classification problems. Moreover, both of the evolutionary models are compared against the deterministic Support Vector Machine classification algorithm. Performance assessment considers the computational, classification, and complexity characteristics of the resulting solutions. The bid-based model is found to provide simple yet effective solutions that are robust to wide variations in the class representation. Support Vector Machines and classifier systems tend to perform better under balanced datasets albeit resulting in black-box solutions.",

}

Genetic Programming entries for Peter Lichodzijewski Malcolm Heywood

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