This paper introduces an evolutionary algorithm that is tailored to generat
e recurrent neural networks functioning as nonlinear controllers. Network s
ize and architecture, as well as network parameters like weights and bias t
erms, are developed simultaneously. There is no quantization of inputs, out
puts dr internal parameters. Different kinds of evolved networks are presen
ted that solve the pole-balancing problem, i.e. balancing an inverted pendu
lum. In particular, controllers solving the problem for reduced phase space
information (only angle and cart position) use a recurrent connectivity st
ructure. Evolved controllers of 'minimal' size still have a very good bench
mark performance.