Abstract:
This article discusses the predator-prey model with double predation. This model
uses a system of nonlinear differential equation from the classic Lokta-Volterra model
by adding one compartment, namely predator level II. The solutions of the model are
categorized into three categories which represent a three-plane coordinate system.
The stability analysis is carried out to determine the eigenvalues of the Jacobian
matrix system then determine the stability point criteria using the Routh-Hurwitz
method. From this, it is obtained that one point is unstable because of the positive
eigenvalues and one point is stable with certain conditions.
