The control of the HIV infection is considered in the framework of the optimal control theory within the problem of resource allocation. A control action, changing the intervention strategy on the basis of the updated situations, is proposed. The switching instants are not fixed in advance but are determined along with the final control time. A constructive algorithm to compute iteratively the switching control is outlined. The solutions obtained provide interesting and promising results
In this paper, we developed HIV/AIDS mathematical model which comprises important compartments such ...
A system of ordinary differential equation, which describes the interaction of HIV and T cells in th...
AbstractA system of ordinary differential equation, which describes the interaction of HIV and T cel...
In optimal control problems, once the model, the boundary conditions and the constraints are fixed, ...
In this paper the problem of the HIV/AIDS spread reduction is addressed in the framework of optimal ...
In this paper, the problem of optimal resource allocation depending on the system evolution is faced...
Abstract: It is known that HIV (Human Immunodeficiency Virus) infection, which causes AIDS after som...
HIV is one of the major causes of deaths, especially in Sub-Saharan Africa. In this paper, an in viv...
The problem of epidemic control has to face with the resources allocation; a change in the strategy ...
A very important scientific advance was the identification of HIV as a causative agent for AIDS. HI...
In this chapter, we numerically show that the dynamics of the HIV system is sensitive to both the in...
The human immunodeficiency virus (HIV) infection, that causes acquired immune deficiency syndrome (A...
Abstract: Here is presented an application of Optimal Control to a model describing the dynamics of ...
A mathematical model for a transmission of TB-HIV/AIDS co-infection that incorporates prevalence dep...
We consider a three-dimensional nonlinear control model, which describes the dynamics of HIV infecti...
In this paper, we developed HIV/AIDS mathematical model which comprises important compartments such ...
A system of ordinary differential equation, which describes the interaction of HIV and T cells in th...
AbstractA system of ordinary differential equation, which describes the interaction of HIV and T cel...
In optimal control problems, once the model, the boundary conditions and the constraints are fixed, ...
In this paper the problem of the HIV/AIDS spread reduction is addressed in the framework of optimal ...
In this paper, the problem of optimal resource allocation depending on the system evolution is faced...
Abstract: It is known that HIV (Human Immunodeficiency Virus) infection, which causes AIDS after som...
HIV is one of the major causes of deaths, especially in Sub-Saharan Africa. In this paper, an in viv...
The problem of epidemic control has to face with the resources allocation; a change in the strategy ...
A very important scientific advance was the identification of HIV as a causative agent for AIDS. HI...
In this chapter, we numerically show that the dynamics of the HIV system is sensitive to both the in...
The human immunodeficiency virus (HIV) infection, that causes acquired immune deficiency syndrome (A...
Abstract: Here is presented an application of Optimal Control to a model describing the dynamics of ...
A mathematical model for a transmission of TB-HIV/AIDS co-infection that incorporates prevalence dep...
We consider a three-dimensional nonlinear control model, which describes the dynamics of HIV infecti...
In this paper, we developed HIV/AIDS mathematical model which comprises important compartments such ...
A system of ordinary differential equation, which describes the interaction of HIV and T cells in th...
AbstractA system of ordinary differential equation, which describes the interaction of HIV and T cel...