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Srovnání metod operátoru křížení v kartézském genetickém programování
 Fedorová, Ela ; Mrázek, Vojtěch (referee) ; Hurta, Martin (advisor)
This thesis deals with the crossover operator in Cartesian genetic programming. The aim of the thesis is to investigate and compare the use of different crossover methods. The thesis focuses on analyzing the behavior and effectiveness of selected methods on symbolic regression problems. My own implementation of three crossover methods, namely the subgraph method, block method and discrete recombination, was used. For these methods, experiments were performed to monitor the number of generations to find a solution and the quality of the solution found. The results indicate the potential of all three investigated methods to improve CGP performance and point to the subgraph method as the most useful in the given experimental setting.
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1 Fedorova, Ekaterina
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