AbstractSome simple first moment expressions are found for solutions of some linear and non-linear multi-component diffusion-reaction problems. These formulae are potentially useful in parameter identification problems involving such systems. Moment formulae are derived for a problem concerned with transport of blood-borne ligand across unstirred layers and radioactive marker experiments are described which linearise the mathematics and lead to useful formulae for identifying parameter values
This article is devoted to the simultaneous resolution of three inverse problems, among the most imp...
This work is focused on various types of diusion equations. The diffusion equations are derived for ...
International audienceWe investigate different models that are intended to describe the small mean f...
The mean action time is the mean of a probability density function that can be interpreted as a crit...
The method of moments is applied to problems of one-dimensional diffusion involv-ing a general conce...
Motivated by exploring the fluid dynamics of dual drug delivery systems in biomedicine, a mathematic...
The aim of this study is to conduct a numerical investigation into mathematical models representing ...
Ussing [1] considered the steady flux of a single chemical component diffusing through a membrane un...
In the setting of one-dimensional polynomial jump-diffusion dynamics, we provide an explicit formula...
Berezhkovskii and co-workers introduced the concept of local accumulation time as a finite measure o...
It is demonstrated that the multicomponent diffusion equation can be derived from elementary kinetic...
La motivation de cette thèse est de modéliser quelques problèmes biologiques avec des systèmes et de...
Values of reactions kinetic, diffusive coefficients and initial concentrations adopted in the model....
For a general class of diffusion processes with multiplicative noise, describing a variety of physic...
The probabilistic distribution of local time of a homogeneous transient dif- fusion process is foun...
This article is devoted to the simultaneous resolution of three inverse problems, among the most imp...
This work is focused on various types of diusion equations. The diffusion equations are derived for ...
International audienceWe investigate different models that are intended to describe the small mean f...
The mean action time is the mean of a probability density function that can be interpreted as a crit...
The method of moments is applied to problems of one-dimensional diffusion involv-ing a general conce...
Motivated by exploring the fluid dynamics of dual drug delivery systems in biomedicine, a mathematic...
The aim of this study is to conduct a numerical investigation into mathematical models representing ...
Ussing [1] considered the steady flux of a single chemical component diffusing through a membrane un...
In the setting of one-dimensional polynomial jump-diffusion dynamics, we provide an explicit formula...
Berezhkovskii and co-workers introduced the concept of local accumulation time as a finite measure o...
It is demonstrated that the multicomponent diffusion equation can be derived from elementary kinetic...
La motivation de cette thèse est de modéliser quelques problèmes biologiques avec des systèmes et de...
Values of reactions kinetic, diffusive coefficients and initial concentrations adopted in the model....
For a general class of diffusion processes with multiplicative noise, describing a variety of physic...
The probabilistic distribution of local time of a homogeneous transient dif- fusion process is foun...
This article is devoted to the simultaneous resolution of three inverse problems, among the most imp...
This work is focused on various types of diusion equations. The diffusion equations are derived for ...
International audienceWe investigate different models that are intended to describe the small mean f...