In order to depict a situation of possible spread of infection from prey to predator, a fractional-
order model is developed and its dynamics is surveyed in terms of boundedness …

This research investigates the discrete prey–predator model by including harvesting on the
predator population, in the sense of Caputo fractional derivative. We define the topological …

This research paper presents an eco-epidemiological model that investigates the intricate
dynamics of a predator–prey system, considering the impact of fear-induced stress, hunting …

In this paper, a delayed fractional eco-epidemiological model with incommensurate orders is
proposed, and a control strategy of this model is discussed. Firstly, for the system with no …

A predator–prey model with infection in the prey population, including fear, refuge and
harvesting factors, is proposed. An expression for basic reproduction number is obtained …

In this paper, we consider a fractional-order eco-epidemic model based on the Rosenzweig–
MacArthur predator–prey model. The model is derived by assuming that the prey may be …

Studying the dynamical system that represents the transmission of an outbreak from prey to
predatory is crucial and significant because the results may be used to highlight a variety of …

This paper is concerned with a fractional order SEIR model with general incidence rate.
Local and uniform asymptotic stability of equilibria is established for this model. Our results …

A fractional-order eco-epidemiological model with disease in the prey population is
formulated and analyzed. Mathematical analysis and numerical simulations are performed …

In this paper, we propose a fractional-order prey-predator model with infection on both
populations. First, we prove some important results such as existence, uniqueness, non …