А. Чичурин, Х. Швычкина. Численное исследование модели хемостата для конкуренции с одним питательным веществомThe continuous culture of micro-organisms using the chemostat is an important research technique in microbiology and population biology. We consider here chemostat model for the single-nutrient competition. For the model we find the solution when the parametric relation a1 = a2 is observed. It is to be proved that integration of the original system of the differential equations of the third order is reduced to integration of the differential equation of the first order. By performing a numeric integration we can find the solution to the model considered. The program module is built which allows visualizing the solutions for th...
This thesis deals with the study of competition models of several species of microorganisms on two c...
International audienceWe propose a model of competition of nn species in a chemostat, with constant ...
AbstractThis paper examines a system of reaction–diffusion equations arising from a mathematical mod...
AbstractIf a system of several populations of microorganisms compete exploitatively for a single non...
Invented by J. Monod, and independently by A. Novick and L. Szilard, in 1950, the chemostat is both ...
In this paper, we study the global dynamics of a chemostat model with a single nutrient and several ...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
Classical chemostat models assume that competition is purely exploitative and mediated via a common,...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
International audienceInvented by J. Monod, and independently by A. Novick and L. Szilard, in 1950, ...
International audienceInvented by J. Monod, and independently by A. Novick and L. Szilard, in 1950, ...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
Classical chemostat models assume that competition is purely exploitative and mediated via a common,...
This thesis deals with the study of competition models of several species of microorganisms on two c...
This thesis deals with the study of competition models of several species of microorganisms on two c...
International audienceWe propose a model of competition of nn species in a chemostat, with constant ...
AbstractThis paper examines a system of reaction–diffusion equations arising from a mathematical mod...
AbstractIf a system of several populations of microorganisms compete exploitatively for a single non...
Invented by J. Monod, and independently by A. Novick and L. Szilard, in 1950, the chemostat is both ...
In this paper, we study the global dynamics of a chemostat model with a single nutrient and several ...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
Classical chemostat models assume that competition is purely exploitative and mediated via a common,...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
International audienceInvented by J. Monod, and independently by A. Novick and L. Szilard, in 1950, ...
International audienceInvented by J. Monod, and independently by A. Novick and L. Szilard, in 1950, ...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
Classical chemostat models assume that competition is purely exploitative and mediated via a common,...
This thesis deals with the study of competition models of several species of microorganisms on two c...
This thesis deals with the study of competition models of several species of microorganisms on two c...
International audienceWe propose a model of competition of nn species in a chemostat, with constant ...
AbstractThis paper examines a system of reaction–diffusion equations arising from a mathematical mod...