Titlebook: Coupled Oscillating Neurons; John Gerald Taylor,C. L. T. Mannion Conference proceedings 1992 Springer-Verlag London Limited 1992 Bifurcati

Culmination

tely throughout the array. These very low densities of gap junctions are consistent with experimental observations (Masson-Pevet et al, 1979). When intrinsic properties are distributed between the node centre and periphery using a Gaussian function, and with the same magnitude of cell-to-cell coupli

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Conference proceedings 1992 .......................... .................... ix Introduction to Nonlinear Oscillators I. Stewart ....................................................................................... . Identical Oscillator Networks with Symmetry P.B. Ashwin .....................................................

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Identical Oscillator Networks with Symmetry,ase space is highly structured by the weak coupling and symmetry, and allows some quite unusual dynamical transitions to take place. Upon forcing the system, there is experimental evidence of symmetric bifurcations of chaotic at tractors.

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A Model for Low Threshold Oscillations in Neurons, for a simple, low dimensional system of differential equations that describe a dynamical system whose behavior is qualitatively similar to that of the neurons studied by Wilcox, Gutnick, & Christoph (1988).