Analysis of Dynamics of Infected Active and Uninfected Active Populations Leading to Pandemics using a Discrete Model of TwoInteracting Pacemakers Taking into Account the Time of Refractoriness

Authors

  • Sergey Belyakin Department of General Physics, Physics Faculty, Lomonosov Moscow State University, Moscow, Russia Author
  • Sergey Shuteev Laboratory of dynamic systems, Physics Author

DOI:

https://doi.org/10.47363/JNSRR/2020(2)113

Keywords:

The Function Phase Response Curve, Pacemaker, Discrete System, The Neural Network Convolution

Abstract

In this publication, we generalize the proposed model of two interacting oscillators in the case of a strong difference in their periods (when the pacemaker pulses do not alternate) and propose a General model describing a network of oscillators coupled globally. Our goal is to make the model as simple as possible and enter the minimum number of parameters. Therefore, we will fully characterize the pacemaker of their internal lengths of the cycle and re-present them as pulse oscillators. Interaction of pacemakers is described by PRC.

Author Biographies

  • Sergey Belyakin, Department of General Physics, Physics Faculty, Lomonosov Moscow State University, Moscow, Russia

    Department of General Physics, Physics Faculty, Lomonosov Moscow State University, Moscow, Russia

  • Sergey Shuteev, Laboratory of dynamic systems, Physics

    Laboratory of dynamic systems, Physics

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Published

2020-10-10