CONNECTIVITY INDUCED SYNCHRONOUS REGIMES IN ENSEMBLES OF NEURON-LIKE OSCILLATORS
We study Hodgkin-Huxley type model of oscillator activity in
the neurons of a snail Helix pomatia. The multistability in single neuron model is demonstrated. We investigate the synaptic excitatory coupling and the chain of 20 coupled elements. The various synchronous regimes are found. Also we detect the effects of synchronous burst generation and the formation of synchronous clusters.