AUTHOR=Darbin Olivier , Adams Elizabeth , Martino Anthony , Naritoku Leslie , Dees Daniel , Naritoku1 Dean TITLE=Non-Linear Dynamics in Parkinsonism JOURNAL=Frontiers in Neurology VOLUME=4 YEAR=2013 URL=https://www.frontiersin.org/journals/neurology/articles/10.3389/fneur.2013.00211 DOI=10.3389/fneur.2013.00211 ISSN=1664-2295 ABSTRACT=
Over the last 30 years, the functions (and dysfunctions) of the sensory-motor circuitry have been mostly conceptualized using linear modelizations which have resulted in two main models: the “rate hypothesis” and the “oscillatory hypothesis.” In these two models, the basal ganglia data stream is envisaged as a random temporal combination of independent simple patterns issued from its probability distribution of interval interspikes or its spectrum of frequencies respectively. More recently, non-linear analyses have been introduced in the modelization of motor circuitry activities, and they have provided evidences that complex temporal organizations exist in basal ganglia neuronal activities. Regarding movement disorders, these complex temporal organizations in the basal ganglia data stream differ between conditions (i.e., parkinsonism, dyskinesia, healthy control) and are responsive to treatments (i.e.,