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Network Biology, 2024, 14(3): 215-227
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Article

Stability analysis of a predator-prey model using Takagi-Sugeno method

Kaladhar Kolla, Khushbu Singh
Department of Mathematics, National institute of technology, Warangal-506004, India

Received 3 December 2023;Accepted 10 January 2024;Published online 20 January 2024;Published 1 September 2024
IAEES

Abstract
The current study is based on a predator-prey model with infection that affects only predator species. Predators are divided into two categories such as the susceptible predator and the infected predator, which are feeding on prey species. The Takagi-Sugeno (T-S) based fuzzy impulsive control model was used to explore the stability of the Lotka-Volterra predator-prey system. Numerical simulation provides global stability and the fuzzy solution.

Keywords T-S model;stability;Lotka-Volterra;predator-prey system;eco-epidemiology.

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