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- Title
EFFECT Of DELAY IN A MUSCA DOMESTICA HOUSEFLIES MODEL: STABILITY AND GLOBAL HOPF BIFURCATION.
- Authors
ZHANG, XIN; SHI, RENXIANG
- Abstract
The study focuses on the model of houseflies with discrete delay, which is examined both theoretically and numerically. The solution of the delayed system is bounded and positive. The delay is selected as the bifurcation parameter. Stability analysis, local and global Hopf bifurcation are given in theoretical aspect. Through computer simulations, various dynamic behaviors, such as supercritical Hopf bifurcation, are detected. The theoretical analysis and numerical observations in this research are significant contributions to the biomathematics research area.
- Subjects
HOUSEFLY; HOPF bifurcations; NUMERICAL analysis; BIOMATHEMATICS; COMPUTER simulation
- Publication
Journal of Biological Systems, 2024, Vol 32, Issue 2, p845
- ISSN
0218-3390
- Publication type
Article
- DOI
10.1142/S0218339024500281