Heteroclinic cycling and extinction in may-leonard models with demographic stochasticity

HIGHLIGHTS

  • who: Nicholas W. Barendregt from the Department of Applied, University of Colorado Boulder, Engineering Center, ECOT, UCB, Boulder, CO, USA have published the research: Heteroclinic cycling and extinction in May-Leonard models with demographic stochasticity, in the Journal: (JOURNAL)
  • what: The authors explore different ways of introducing discrete stochastic dynamics based on May and Leonard`s ODE model with application to ecological population dynamics and to a neuromotor central pattern generator system. As a third stochastic variation on the May-Leonard model, the authors explore the effect of the nonhomogeneous term f=0. By focusing . . .

     

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