Add to ORKGWe develop a mathematical model for the disease which can be transmitted via vector and through blood transfusion in host population. The host population is structured by the chronological age. We assume that the instantaneous death and infection rates depend on the age. Applying semigroup theory and so forth, we investigate the existence of equilibria. We also discuss local stability of steady states. 1
AbstractA new mathematical model for the transmission dynamics of a disease subject to the quarantin...
The demography and infection age play an important role in the spread of slowly progressive diseases...
International audienceIn contrast to the many theoretical studies on the transmission of human-mosqu...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...
(Communicated by Glenn Webb) Abstract. In this paper, we consider a mathematical model for the sprea...
We develop a six-compartment differential equation model for the transmission of COVID-19 by dividin...
We study a vector-borne disease with age of vaccination. A nonlinear incidence rate including mass a...
In this paper, we construct an infection-age model to study the interaction between viruses and the ...
In this work, we investigate the Global Stabilityof a Mathematical model that describes the impact o...
Vaccination has been included in a model which describes an epidemic. A traveling wave solution toge...
We develop an age-structured epidemic model for malaria with impulsive effect, and consider the effe...
International audienceWe consider a mathematical SIL model for the spread of a directly transmitted ...
International audienceIn contrast to the many theoretical studies on the transmission of human-mosqu...
International audienceWe consider a mathematical SIL model for the spread of a directly transmitted ...
AbstractA new mathematical model for the transmission dynamics of a disease subject to the quarantin...
The demography and infection age play an important role in the spread of slowly progressive diseases...
International audienceIn contrast to the many theoretical studies on the transmission of human-mosqu...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...
(Communicated by Glenn Webb) Abstract. In this paper, we consider a mathematical model for the sprea...
We develop a six-compartment differential equation model for the transmission of COVID-19 by dividin...
We study a vector-borne disease with age of vaccination. A nonlinear incidence rate including mass a...
In this paper, we construct an infection-age model to study the interaction between viruses and the ...
In this work, we investigate the Global Stabilityof a Mathematical model that describes the impact o...
Vaccination has been included in a model which describes an epidemic. A traveling wave solution toge...
We develop an age-structured epidemic model for malaria with impulsive effect, and consider the effe...
International audienceWe consider a mathematical SIL model for the spread of a directly transmitted ...
International audienceIn contrast to the many theoretical studies on the transmission of human-mosqu...
International audienceWe consider a mathematical SIL model for the spread of a directly transmitted ...
AbstractA new mathematical model for the transmission dynamics of a disease subject to the quarantin...
The demography and infection age play an important role in the spread of slowly progressive diseases...
International audienceIn contrast to the many theoretical studies on the transmission of human-mosqu...