AbstractBy means of the law of large numbers and the central limit theorem, we compare the spatial epidemic model proposed by Kendall with a sequence of multitype epidemics, viewed as Hilbert space-valued stochastic processes. In the limit, the fluctuation process turns out to be an infinite-dimensional Ornstein-Uhlenbeck process
In this survey paper, we review the recent advances in individual based non--Markovian epidemic mode...
We study epidemic models where the infectivity of each individual is a random function of the infect...
We consider a stochastic model for the spread of an SIR (susceptible --> infective --> removed) epid...
AbstractBy means of the law of large numbers and the central limit theorem, we compare the spatial e...
International audienceWe consider an individual-based SIR stochastic epidemic model in continuous sp...
Dans cette thèse, nous étudions un modèle épidémique spatial stochastique où les individus sont cara...
International audienceThis paper presents a law of large numbers result, as the size of the populati...
We consider a multitype epidemic model which is a natural exten- sion of the randomised Reed-Frost e...
We consider a multitype epidemic model which is a natural exten-sion of the randomised Reed-Frost ep...
The behavior at criticality of spatial SIR epidemic models in dimensions two and three is investigat...
Hydrodynamical limits of a spatial epidemic model are studied through the representation of the proc...
International audienceWe study epidemic models where the infectivity of each individual is a random ...
In modeling parasitic diseases, it is natural to distinguish hosts according to the number of parasi...
Hydrodynamical limits of a spatial epidemic model are studied through the representation of the proc...
AbstractThe large population asymptotics of a spatial epidemic model is studied through the represen...
In this survey paper, we review the recent advances in individual based non--Markovian epidemic mode...
We study epidemic models where the infectivity of each individual is a random function of the infect...
We consider a stochastic model for the spread of an SIR (susceptible --> infective --> removed) epid...
AbstractBy means of the law of large numbers and the central limit theorem, we compare the spatial e...
International audienceWe consider an individual-based SIR stochastic epidemic model in continuous sp...
Dans cette thèse, nous étudions un modèle épidémique spatial stochastique où les individus sont cara...
International audienceThis paper presents a law of large numbers result, as the size of the populati...
We consider a multitype epidemic model which is a natural exten- sion of the randomised Reed-Frost e...
We consider a multitype epidemic model which is a natural exten-sion of the randomised Reed-Frost ep...
The behavior at criticality of spatial SIR epidemic models in dimensions two and three is investigat...
Hydrodynamical limits of a spatial epidemic model are studied through the representation of the proc...
International audienceWe study epidemic models where the infectivity of each individual is a random ...
In modeling parasitic diseases, it is natural to distinguish hosts according to the number of parasi...
Hydrodynamical limits of a spatial epidemic model are studied through the representation of the proc...
AbstractThe large population asymptotics of a spatial epidemic model is studied through the represen...
In this survey paper, we review the recent advances in individual based non--Markovian epidemic mode...
We study epidemic models where the infectivity of each individual is a random function of the infect...
We consider a stochastic model for the spread of an SIR (susceptible --> infective --> removed) epid...
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