We analyze a generalized form of the Fujikawas growth model which involves an adaptation
function that enhances the representation of the lag phase. This model is autonomous, and …

The study of dynamical systems, as its name would suggest, deals with the theoretical and
practical analysis of the evolution of processes. It describes the motion of a process …

Some theoretical dynamic system models of the evolution of" populations" are considered,
and by analysing them the paper offers the concrete form of equations, a standard and …

Since growth models has generally upper horizontal asymptote, they do not have a
maximum point. We wonder about after which point growth can be considered constant, that …

The study of population dynamics is important to biologists, epidemiologists, ecologists,
microbiologists, and bio analysts. The mathematical modelling approach is the most …

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Menu Find a journal Publish with us Track your research Search Cart Book cover Modeling …

The Wonderland Population-Development-Environment Model (PDE) allows to study the
interactions between the economic, demographic and environment factors of an idealized …

The prey-predator model is one of the most influential mathematical models in ecology and
evolutionary biology. In this study, we considered a modified prey-predator model, which …

In this article, a predator-prey model has been developed incorporating two important
factors, namely, the fear factor and the stage structure on both species. It is considered that …