ANALISIS STABILITAS MODEL PREDATOR-PREY DENGAN FUNGSI HOLLING-II DAN THRESHOLD HARVESTING TERHADAP PREDATOR

Abstract

This article discusses the stability of the predator-prey model using the Holling-II and threshold harvesting functions against predator. Three of five equilibrium points obtained are stable as seen from the eigenvalues of the system linearity matrix. At the end of the discussion, the model behavior for the two equilibrium points generated with threshold harvesting shows that the solution leads to a stability point with various initial values. This article is a review of the article by Yusrianto et al. [Journal of Physics: Conference Series, 1341B (2019), 062025].