Add to ORKGThe present thesis deals with the nonlinear stability analysis of some reaction-diffusion models of interest in applied sciences and biomathematics. In particular, some epidemiological models and a system modeling fluid motions in horizontal porous layers are taking into account. Via some peculiar Liapunov functionals, the optimal result of coincidence between linear and nonlinear stability thresholds is obtaine
This paper deals with a reaction-diffusion SEIR model for infections. The longtime behaviour of the ...
This thesis focuses on well-posedness and stability estimates (i.e. continuous dependence with respe...
A nonlinear double diffusive system is the subject of this article: we consider two simultaneous p.d...
The present thesis deals with the nonlinear stability analysis of some reaction-diffusion models of ...
The nonlinear stability of the equilibrium state of a reaction-diffusion system of P.D.Es is studied...
The nonlinear stability of the equilibrium state of a reaction-diffusion system of P.D.Es is studied...
The nonlinear stability of the equilibrium state of a reaction-diffusion system of P.D.Es is studied...
Nonlinear stability for reaction-diffusion Lotka-Volterra predator-prey model equations with Holiing...
Nonlinear stability for reaction-diffusion Lotka-Volterra predator-prey model equations with Holiing...
Nonlinear stability for reaction-diffusion Lotka-Volterra predator-prey model equations with Holiing...
In the framework of Liapunov Direct Method, coincidence between linear and nonlinear stability is st...
In the framework of Liapunov Direct Method, coincidence between linear and nonlinear stability is st...
In the framework of Liapunov Direct Method, coincidence between linear and nonlinear stability is st...
This paper deals with a reaction-diffusion SEIR model for infections. The longtime behaviour of the ...
This paper deals with a reaction-diffusion SEIR model for infections. The longtime behaviour of the ...
This paper deals with a reaction-diffusion SEIR model for infections. The longtime behaviour of the ...
This thesis focuses on well-posedness and stability estimates (i.e. continuous dependence with respe...
A nonlinear double diffusive system is the subject of this article: we consider two simultaneous p.d...
The present thesis deals with the nonlinear stability analysis of some reaction-diffusion models of ...
The nonlinear stability of the equilibrium state of a reaction-diffusion system of P.D.Es is studied...
The nonlinear stability of the equilibrium state of a reaction-diffusion system of P.D.Es is studied...
The nonlinear stability of the equilibrium state of a reaction-diffusion system of P.D.Es is studied...
Nonlinear stability for reaction-diffusion Lotka-Volterra predator-prey model equations with Holiing...
Nonlinear stability for reaction-diffusion Lotka-Volterra predator-prey model equations with Holiing...
Nonlinear stability for reaction-diffusion Lotka-Volterra predator-prey model equations with Holiing...
In the framework of Liapunov Direct Method, coincidence between linear and nonlinear stability is st...
In the framework of Liapunov Direct Method, coincidence between linear and nonlinear stability is st...
In the framework of Liapunov Direct Method, coincidence between linear and nonlinear stability is st...
This paper deals with a reaction-diffusion SEIR model for infections. The longtime behaviour of the ...
This paper deals with a reaction-diffusion SEIR model for infections. The longtime behaviour of the ...
This paper deals with a reaction-diffusion SEIR model for infections. The longtime behaviour of the ...
This thesis focuses on well-posedness and stability estimates (i.e. continuous dependence with respe...
A nonlinear double diffusive system is the subject of this article: we consider two simultaneous p.d...