Mathematical Study of Prey-Predator Model with Infection Predator and Intra-specific Competition
This paper concerns itself with the mathematical interpretation of an infectious disease prevalent in a predator and the attendant relationship between the prey and predator following the onset of the disease. The relationship is governed by Holling type-II functional response. The stability at two points-global and local features in a discussion of the static point; in addition to this, the paper takes a look at the properties of the model in stochastic terms with the help of Lyapunov function. The results of the analytical study find validation through numerical results achieved by simulation.
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