CD Skripsi
Dinamika Model Pemangsa-Mangsa Dengan Infeksi Dan Harvesting Pada Pemangsa Serta Perlindungan Mangsa
This final project discusses the dynamics of a predator-prey model
incorporating prey refuge, predator infection and harvesting. This model are
used the system of differential equations of the model predator-prey
predator-prey with prey refuge, predator infection and harvesting. The model
consists of five observed equilibrium points. Stability analysis is performed
using Routh-Hurwitz criteria. Furthermore, simulation is given with spesific
parameters to describe the behavior and stability of the equilibrium point.
Keywords: System of differential equation, predator-prey model,
Routh-Hurwitz stability
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