Continuous adaptive reinforcement learning with the evolution of Self Organizing Classifiers
Danilo Vasconcellos Vargas, Hirotaka Takano, Junichi Murata · 2013
Learning classifier systems have been solving reinforcement learning problems for some time. However, they face difficulties under multi-step continuous problems. Adaptation may also become harder with time since the convergence of the population decreases its diversity. This article demonstrate that the novel Self Organizing Classifiers method can cope with dynamical multi-step continuous problems. Moreover, adaptation remains the same after convergence.