Sequential switching activity in ensembles of inhibitory coupled oscillators

Author： Mikhaylov A. O.   Komarov M. A.   Levanova T. A.   Osipov G. V.  

Publisher： Edp Sciences

E-ISSN： 1286-4854|101|2|20009-20009

ISSN： 0295-5075

Source： EPL (EUROPHYSICS LETTERS), Vol.101, Iss.2, 2013-02, pp. : 20009-20009

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Abstract

The heteroclinic cycles and channels are mathematical images of a sequential switching activity in neural ensembles. In this paper we present a phenomenological model of such activity. The model is based on coupled Poincaré systems. The existence of heteroclinic cycles and channels is shown.

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