RELAXATION CYCLES IN A GENERALIZED NEURON MODEL WITH TWO DELAYS

Relaxation Cycles in a Generalized Neuron Model with Two Delays

A method of modeling the phenomenon of bursting behavior in neural systems based on delay equations is proposed.A singularly perturbed scalar nonlinear differentialdifference equation of Volterra type is a mathematical model of a neuron and a separate pulse containing one function without delay and two functions 2 Way 6.5" with different lags.It is

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