Abstract
Neural networks are a popular representation for
inducing single-step predictors for chaotic times
series. For complex time series it is often the case
that a large number of hidden units must be used to
reliably acquire appropriate predictors. This paper
describes an evolutionary method that evolves a class
of dynamic systems with a form similar to neural
networks but requiring fewer computational units.
Results for experiments on two popular chaotic times
series are described and the current methods
performance is shown to compare favorably with using
larger neural networks.
Users
Please
log in to take part in the discussion (add own reviews or comments).