Lyapunov Functions for a Recation-Diffusion Model of Leslie-Gower Type

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Abstract

The aim of this work is to construct Lyapunov functions to extend the global stability results of a Leslie-Gower reaction-diffusion model in a bounded domain Ω ∈ Rn, with no-flux boundary condition. We extended the global stability results to other parameter regions of the reaction-diffusion model using these Lyapunov functions.

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Programme
14:30 to 16:30 on 09/16/2025
Sala 307
Institutions
  • 1 CMCC - UFABC
Track
  • ST05 - Mathematical Physics, Fluid Mechanics and Dynamical Systems
Keywords
Global stability
Lyapunov function
Leslie Gower Model
Reaction-diffusion
Predator prey