The human immune response to bacterial pathogens is a remarkably complex process, involving many different cell types, chemical signals, and extensive lines of communication. Mathematical models of this system have become increasingly high-dimensional and complicated, as researchers seek to capture many of the major dynamics. In this paper, we argue that, in some important instances, preference should be given to low-dimensional models of immune response, as opposed to their high-dimensional counterparts. One such model is analyzed and shown to reflect many of the key phenomenological properties of the immune response in humans. Notably, this model includes a single parameter values, may be used to quantify the overall immuno-competence of ...
Transmission models for infectious diseases are typically formulated in terms of dynamics between in...
Transmission models for infectious diseases are typically formulated in terms of dynamics between in...
Transmission models for infectious diseases are typically formulated in terms of dynamics between in...
This thesis investigates the mathematical modeling and control of the human immune system. It sets f...
Resistance of developed bacteria to antibiotic treatment is a very important issue, because introduc...
140 p.In modelling human immune system, simple mathematical models, such as ordinary differential eq...
Cell-based mathematical models have previously been developed to simulate the immune system in respo...
Immune systems provide a unique window on the evolution of individuality. Existing models of immune ...
In this paper we present the first step towards the development of a mathematical model of human imm...
140 p.In modelling human immune system, simple mathematical models, such as ordinary differential eq...
There are many ways in which the body responds to infections. The collective response of the innate ...
There are many ways in which the body responds to infections. The collective response of the innate ...
Mechanistic, autonomous, ordinary differential equations represent a powerful way to crystalize and ...
International audiencePURPOSE OF REVIEW:Modeling of antibiotic resistance in pathogenic bacteria res...
International audiencePURPOSE OF REVIEW:Modeling of antibiotic resistance in pathogenic bacteria res...
Transmission models for infectious diseases are typically formulated in terms of dynamics between in...
Transmission models for infectious diseases are typically formulated in terms of dynamics between in...
Transmission models for infectious diseases are typically formulated in terms of dynamics between in...
This thesis investigates the mathematical modeling and control of the human immune system. It sets f...
Resistance of developed bacteria to antibiotic treatment is a very important issue, because introduc...
140 p.In modelling human immune system, simple mathematical models, such as ordinary differential eq...
Cell-based mathematical models have previously been developed to simulate the immune system in respo...
Immune systems provide a unique window on the evolution of individuality. Existing models of immune ...
In this paper we present the first step towards the development of a mathematical model of human imm...
140 p.In modelling human immune system, simple mathematical models, such as ordinary differential eq...
There are many ways in which the body responds to infections. The collective response of the innate ...
There are many ways in which the body responds to infections. The collective response of the innate ...
Mechanistic, autonomous, ordinary differential equations represent a powerful way to crystalize and ...
International audiencePURPOSE OF REVIEW:Modeling of antibiotic resistance in pathogenic bacteria res...
International audiencePURPOSE OF REVIEW:Modeling of antibiotic resistance in pathogenic bacteria res...
Transmission models for infectious diseases are typically formulated in terms of dynamics between in...
Transmission models for infectious diseases are typically formulated in terms of dynamics between in...
Transmission models for infectious diseases are typically formulated in terms of dynamics between in...