STUDENT Seminar
PROGRAM
Plan rada Studentskog seminara za JUL 2020.
PONEDELJAK, 13.07.2020. u 13:00, Zoom Meeting
Aung Zou Minta, Univerzitet u Mandaleju, Mjanmar
DYNAMICS OF HOLLING-TYPE II PREY–PREDATOR SYSTEM WITH A PROTECTION ZONE FOR PREY
In this paper, a diffusive predator–prey model with Holling type II (Michaelis–Menten) functional response and a protection zone for prey is investigated. Dynamics and steady state solutions of the system are analyzed. We give the a priori estimates and obtain the nonexistence of nonconstant positive solution as the diffusion coefficients are large enough. Moreover, we demonstrate the existence and stability of nonconstant steady state solutions branching from constant semi-trivial solution by using bifurcation theory.
Meeting ID: 785 6375 9571
Password: 1DuQaL
Predavanja su namenjena širokom krugu slušalaca. Održavaju se petkom sa početkom u 12:00 sati u sali 301f na trećem spratu zgrade Matematičkog instituta SANU, Knez Mihailova 36.