Temporal and spatial patterns in a diffusive ratio-dependent predator–prey system with linear stocking rate of prey species

• Published in: Electronic journal of qualitative theory of differential equations Vol. 2019; no. 80; pp. 1 - 26
• Main Authors: Li, Wanjun, Gao, Xiaoyan, Fu, Shengmao
• Format: Journal Article
• Language: English
• Published: University of Szeged 01.01.2019
• Subjects: hopf bifurcation; patter; ratio-dependent; steady-state; stocking rate; turing instability

The ratio-dependent predator–prey model exhibits rich interesting dynamics due to the singularity of the origin. It is one of prototypical pattern formation models. Stocking in a ratio-dependent predator–prey models is relatively an important research subject from both ecological and mathematical po...