In this paper, a reaction-diffusion SI epidemic model with media impact is considered. The
boundedness of system and the existence of the state are given. The local stabilities of the …

A predator‐prey model incorporating individual behavior is presented, where the predator‐
prey interaction is described by a classical Lotka‐Volterra model with self‐limiting prey; …

Signatures of criticality, such as power law scaling of observables, have been empirically
found in a plethora of real-life settings, including biological systems. The presence of critical …

The growth of vegetation is undeniably subject to random fluctuations arising from
environmental variability and internal effects due to periodic forcing. To address these …

This paper is concerned with a cyclic predator-prey system with Sigmoidal type functional
response. By using the differential inequality theory, some sufficient conditions are derived …

This paper investigates the spatial dynamics of a zebrafish model with cross-diffusions.
Sufficient conditions for Hopf bifurcation and Turing bifurcation are obtained by analyzing …

The relationship of the competition rate between the first two species in the chain of three
with the handling time of the first predator in the stability properties of the system under the …

Nonlinear dynamics of complex biological systems like expression of protein remained a
fascinating field of study. Especially investigation of dynamics of functional proteins like …