2006, Vol.9, No.1, pp.81-86
A model is proposed and studied in which dynamics of a
single isolated unit is governed by a linear differential equation
while interaction between such units are both of the first and of
the second orders on neuronal variables. The system of coupled
nonlinear differential equations has been solved exactly.
Properties of the solution are discussed. An exactly solvable
generalization of the system is given.
Key words: information processing, neuron-like element, differential equation, exactly solution
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