The gambler's ruin problem, genetic algorithms, and the sizing of populations
G.R. Harik, Erick Cantú‐Paz, David E. Goldberg, Brad L. Miller · 2002
The paper presents a model for predicting the convergence quality of genetic algorithms. The model incorporates previous knowledge about decision making in genetic algorithms and the initial supply of building blocks in a novel way. The result is an equation that accurately predicts the quality of the solution found by a GA using a given population size. Adjustments for different selection intensities are considered and computational experiments demonstrate the effectiveness of the model.