An analysis of hybrid impulsive prey-predator-mutualist system on nonuniform time domains
- Resource Type
- article
- Authors
- Kumar Anil; Malik Muslim
- Source
- Computational and Mathematical Biophysics, Vol 12, Iss 1, Pp 558-569 (2024)
- Subject
- timescales
hybrid predator-prey-mutualist model
global attractivity
impulsive effect
lyapunov functional
34n05
92d25
34a37
34a38
Biotechnology
TP248.13-248.65
Physics
QC1-999
- Language
- English
- ISSN
- 2544-7297
2023-0125
In this work, we propose a hybrid impulsive prey-predator-mutualist model on nonuniform time domains. We have investigated the permanence/persistence results for the proposed model using the comparison theorems of impulsive differential equations and some dynamic inequality on the nonuniform time domains. In addition, we have established certain necessary requirements for the uniform asymptotic stability of the almost periodic solution and global attractivity of the proposed model. Furthermore, we provide several numerical examples on nonuniform time domains with computer simulation to demonstrate the viability of the results of the acquired analytical work.