Spontaneous Transitions in Deterministic Networks
Authors: Ciszak M., Meucci R.
Autors Affiliation: CNR — Istituto Nazionale di Ottica, 50125 Florence, Italy
Abstract: The neural assemblies undergo spontaneous changes between various dynamical states characterized usually by spiking or bursting at a single neuron level. These microscopic states contribute to a global neural dynamics that may be measured in a form of electric signal referred to as a local field potential. Here, we present a model neural network composed with nodes exhibiting autonomous spiking dynamics. We show that under a particular coupling configuration and slight mismatches between the nodes, the neural network exhibits deterministic transitions between two possible configurations of clusters. The clusters, composed of two neurons each, differ in internal (always chaotic) dynamics as well as in synchronization properties. Such clusters features may contribute to a temporal increase or decrease of local field potential in the neural network, and thus give an insight into the possible mechanisms of the spontaneous brain transitions. We consider two different models for nodes, namely, forced FitzHugh-Nagumo equations and Rulkov map, and show that the presented results are node-type independent. Finally, we propose a mechanism explaining the origin of these transitions.
Journal/Review: ACTA PHYSICA POLONICA B
Volume: 45 (6) Pages from: 1157 to: 1165
More Information: The authors thank Regione Toscana for the financial support.KeyWords: Electrophysiology, Dynamical state; Electric signal; Fitzhugh-Nagumo equations; Local field potentials; Neural dynamics; Possible mechanisms; Spontaneous transition; Synchronization property, DynamicsDOI: 10.5506/APhysPolB.45.1157Connecting to view paper tab on IsiWeb: Click here