The main concern of this paper is to discuss stability and bifurcation analysis for a class of
discrete predator‐prey interaction with Holling type II functional response and harvesting …

In this paper, the design problem of unknown input observer for a class of nonlinear discrete
time Markov jump systems has been studied. The state equation of the system with unknown …

In this paper, we propose a host–parasitoid model with a Holling type-II functional response
and incorporate harvest effort. The Holling type-II response leads to saturation in parasitized …

In this paper, we propose a predator-prey system with square root functional response, two
delays and prey harvesting, in which an algebraic equation stands for the economic interest …

A nonlinear optimal (H-infinity) control method is developed for the Lotka-Volterra dynamical
system. First, differential flatness properties are proven. The state-space description …

In this paper, a stage structured predator-prey model with Holling type II functional response
is formulated, considering the juvenile prey as the favorite food for the generalist predator …

Abstract The multivariable Lokta-Volterra dynamic model has been widely used to describe
interacting and competing populations and has found applications in biology, ecology …

A general singular bio-model based on prey-predator variables is proposed in this article.
The conditions of bifurcation points caused by singularities were presented. Index and …