@article{Fajardo_Serquiña_2023, title={Local Stability Analysis: Predator Prey System with Constant Rate of Harvesting}, volume={5}, url={https://journals.msuiit.edu.ph/tmjm/article/view/161}, abstractNote={<p><span dir="ltr" role="presentation">The effect of constant-rate harvesting has been investigated by many authors that there </span><span dir="ltr" role="presentation">are very rich and interesting behaviours in the dynamics of the predator-prey system. This </span><span dir="ltr" role="presentation">paper studies the effect of harvesting on the predator-prey model of N.H.Mohammad. </span><span dir="ltr" role="presentation">It is assumed in this study that the prey outside the refuge and predator are harvested </span><span dir="ltr" role="presentation">with constant rates.</span> <span dir="ltr" role="presentation">The stability of the system when prey inside the refuge is growing </span><span dir="ltr" role="presentation">exponentially is analyzed explicitly. Bifurcation point has been computed and numerical </span><span dir="ltr" role="presentation">simulations are made in this paper.</span></p>}, number={2}, journal={The Mindanawan Journal of Mathematics}, author={Fajardo, Ronelo and Serquiña, Ruth}, year={2023}, month={Nov.}, pages={35–44} }