STABILITAS MODEL PREDATOR-PREY LESLIE-GOWER DENGAN RESPON FUNGSIONAL HOLLING TIPE-I DAN ALLEE EFFECT
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Date
2024-01
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Elfitra
Abstract
This articel discusses the dynamic behavior of the Leslie-Gower predator-prey model
which involves the interaction of two populations, namely the predator and prey
populations. The model described involves a type-I Holling functional response
and a prey population influenced by the Allee. In the observed model, there are
six equilibrium points, namely the predator free equilibrium point and the positive
equilibrium point. Shown that the model has some stability at each equilibrium
points,l. Model simulations are carried out to describe population dynamics with
certain parameters.
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Keywords
Predator-prey model, Leslie-Gower, Allee effect, Holling functional re- sponse, stability
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