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Dynamics of Beddington De-Angelis type eco-epidemiological model with prey refuge, and prey harvesting
Published:
01 November 2023
by MDPI
in The 4th International Electronic Conference on Applied Sciences
session Energy, Environmental and Earth Science
Abstract:
Analysing the prey-predator model is the purpose of this paper. In interactions with the
Beddington De-Angelis type, the predator consumes its prey. For the model, first, we analyse
the existence and local stability of possible non-negative equilibrium points. In addition, we
examine the Hopf-bifurcation analysis for the proposed model involving the prey refuge. To
emphasise our key analytical conclusions, we show some numerical simulation results at the
end.
Keywords: Prey refuge, prey harvesting, equilibrium points, stability, Hopf-bifurcation.
