LF Razón, RA Schmitz - Chemical Engineering Science, 1987 - Elsevier
Regarded less than two decades ago as the province of theoreticians and understood mainly in terms of a single-step, exothermic, homogeneous reaction in a well-stirred vessel …
Up to now in our study of continuous population models we have been assuming that x (t), the growth rate of population size at time t, depends only on x (t), the population size at the …
The chemostat is a basic piece of laboratory apparatus, yet it has begun to occupy an increasingly central role in ecological studies. The ecological environment created by a …
MY Li, JS Muldowney - SIAM Journal on Mathematical Analysis, 1996 - SIAM
A new criterion for the global stability of equilibria is derived for nonlinear autonomous ordinary differential equations in any finite dimension based on recent developments in …
Y Kuang, E Beretta - Journal of mathematical biology, 1998 - Springer
Ratio-dependent predator–prey models are favored by many animal ecologists recently as more suitable ones for predator–prey interactions where predation involves searching …
As one of the most quantitative of ecological subdisciplines, resource competition is an important, central area of ecology. Recently research into this area has increased …
[ ( hy)] Page 1 SIAM J. APPL. MATH. Vol. 55,No. pp. 763--783, June 1995 1995 Society for Industrial and Applied Mathematics 011 GLOBAL STABILITY FOR A CLASS OF PREDATOR-PREY …
For a modified Anderson and May model of host parasite dynamics it is shown that infections of different levels of virulence die out asymptotically except those that optimize the basic …
MA Aziz-Alaoui - Chaos, Solitons & Fractals, 2002 - Elsevier
A three-dimensional continuous time dynamical system is considered. It is a model for a tritrophic food chain, based on a modified version of the Leslie–Gower scheme. We …