2019•Unpublished venueRequires access

Controlling Synchronization in Networks of Nonidentical Neuronlike Oscillators

Danil D. Kulminskiy, Mikhail Dmitrievich Prokhorov, В. И. Пономаренко

Abstract

We study the synchronization in a network of delay-coupled nonidentical neuronlike oscillators described by the FitzHugh-Nagumo equations. The cases of constant strength of couplings and adaptively controlled couplings between the oscillators are considered. For the experimental study and control of synchronization in the network of neuronlike oscillators, we construct a radio engineering setup in which it is possible to specify an arbitrary architecture and type of couplings between the oscillators. It is shown that the using of an adaptively controlled delayed coupling allows one to achieve the in-phase synchronization of all oscillators in the network even in the case of a large parameter mismatch.

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Key concepts: Synchronization (alternating current), Synchronization networks, Coupling (piping), Topology (electrical circuits), Computer science, Control theory (sociology), Phase synchronization, Construct (python library)