Mathematics (Sep 2023)

Control of Network Bursting in a Model Spiking Network Supplied with Memristor—Implemented Plasticity

  • Sergey V. Stasenko,
  • Alexey N. Mikhaylov,
  • Victor B. Kazantsev

DOI
https://doi.org/10.3390/math11183888
Journal volume & issue
Vol. 11, no. 18
p. 3888

Abstract

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We consider an unstructured neuron network model composed of excitatory and inhibitory neurons. The synaptic connections are supplied with spike timing-dependent plasticity (STDP). We take the STDP model implemented using a memristor. In normal conditions, the network forms so-called bursting discharges typical of unstructured living networks in dissociated neuronal cultures. Incorporating a biologically inspired model, we demonstrate how memristive plasticity emulates spike timing-dependent plasticity, which is crucial for regulating synchronous brain activity. We have found that, when the memristor-based STDP for inhibitory connections is activated, the bursting dynamics are suppressed and the network turns to a random spiking mode. The dependence of bursting properties on the degree of the memristor-based STDP plasticity is analyzed. These findings hold implications for advancing invasive neurointerfaces and for the identification and management of epileptiform activity.

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