Learning by operant conditioning as a nonlinear self-organized process.
Responses of individuals have been rewarded in fixed ratio operant conditioning experiments throughout the last 5 years. The long numerical series of performance rates so obtained have been analyzed by using Fourier spectra, obtaining 1/f noise, and wavelet techniques for the analysis of local variability. These techniques reveal that the evolution of data in each individual is nonlinear but it fluctuates showing self-organized patterns in successive time scales, which leads to a long term logarithmic growth. Based on these observations a model has been developed. It can simulate with a great accuracy the rate of response exhibited by our subjects in all time scales.
Pascual
M A
MA
CAMP, Burgos, Spain. ferparfe@jcyl.es
Rodríguez
M A
MA
D003216:Conditioning, Operant; D006801:Humans; D007858:Learning; D009622:Noise; D017711:Nonlinear Dynamics; D012054:Reinforcement, Psychology; D013269:Stochastic Processes