作者: P.K. Lehre , P.C. Haddow
关键词: Kolmogorov complexity 、 Evolutionary computation 、 Average-case complexity 、 Mathematics 、 Theoretical computer science 、 Asymptotic computational complexity 、 Distance correlation 、 Sampling (statistics) 、 Computational complexity theory 、 Cellular automaton
摘要: The effect of phenotypic complexity on distance correlation plots is investigated for two developmental mappings, a mapping based L-systems, and 2D cellular automata mapping. Our treatment the theory Kolmogorov complexity. A new genotype sampling algorithm called cross section walk introduced.