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Adaptive k-tournament mutation scheme for differential evolution (CROSBI ID 269144)

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Bajer, Dražen Adaptive k-tournament mutation scheme for differential evolution // Applied soft computing, 85C (2019), 105776, 27. doi: 10.1016/j.asoc.2019.105776

Podaci o odgovornosti

Bajer, Dražen

engleski

Adaptive k-tournament mutation scheme for differential evolution

Mutation in differential evolution (DE) is of considerable importance for the performance of the algorithm. It directly impacts exploration and exploitation. Thus, it represents the driving force for discovering unvisited regions of the search space, whilst also enabling the utilisation of promising points in that space. Since mutation performs search around the base vector, its selection plays a prominent role in directing it. In that regard, a low selection pressure contributes to exploration, whereas a high selection pressure contributes to exploitation. However, a balance between the two is paramount for high and consistent performance. This paper proposes a novel mutation scheme that employs k-tournament selection for choosing the base vector. Each population member is associated with a tournament size that is adapted during the search process with the aim of controlling exploration and exploitation. The mechanism mixes adaptation on an individual and population level. Results of the experimental analysis conducted on a wide range of numerical benchmark problem instances affirm its competitive performance and the benefits of the adaptation of tournament sizes, suggesting it to be a viable measure for increasing DE algorithm performance. Finally, the automatic design of radial basis function networks for classification was tackled. The proposed mutation scheme proved to be effective when dealing with that task as the canonical algorithm incorporating it yielded better fit models than competing approaches.

Base vector selection ; Differential evolution ; Exploration and exploitation ; Mutation ; Tournament selection

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Podaci o izdanju

85C

2019.

105776

27

objavljeno

1568-4946

1872-9681

10.1016/j.asoc.2019.105776

Povezanost rada

Računarstvo

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