Nonlinear oscillations in the modified Leslie–Gower model

Publication date: February 2020Source: Nonlinear Analysis: Real World Applications, Volume 51Author(s): Jaume Giné, Claudia VallsAbstractIn this paper we study the existence of nonlinear oscillations of a modified Leslie–Gower model around the positive equilibrium point. It is proved that at least one limit cycle can exist bifurcating from it but that this point is never a center, that is, there does not exist an infinite number of nonlinear oscillations around it.

Source: Nonlinear Analysis: Real World Applications - August 23, 2019 Category: Research Source Type: research