ABSTRACT This final project discusses the stability of the predator-prey model using the Holling-II for infected prey. The equilibrium point of the model is determined and the stability analysis is seen from the eigenvalues of the system linearity matrix. At the the end of the discussion, we look at the behavior of the model for the equilibrium point generated with infected prey, which sho…
ABSTRACT This final project discusses the modification of Chebyshev-Halley method by using approximation of first derivative with interpolation to solve nonlinear equations. Analytically by using Taylor expansion and geometric series the proposed method proven have five order of convergence. The proposed method is derivative free with efficiency index 1.495. Numerical computations of seve…