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In our work, a class of age-structured tuberculosis model with immigration is proposed, where the new individuals can immigrate into the susceptible, latent, infectious and removed compartments.
In this paper, we propose and investigate a TB model with immigration into the four compartments.
In this paper, we proposed and investigated a class of age-structured SEIR epidemic model with immigration.
In [19], McCluskey et al. proposed a TB model with immigration of both latent and infective compartments.
For the discrete epidemic model with immigration of infectives, by adopting the means of the nonstandard discretization method from continuous epidemic, Jang and Eiaydi in [12] studied the globally asymptotic stability of the disease-free equilibrium, the locally asymptotic stability of the endemic equilibrium and the strong persistence of the susceptible class.
The objective of the present study was to estimate heroin use incidence in Spain through a multi-state model with immigration and assess differences with previous study's estimates.
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In the paper, we discuss the XWYZ model with constant immigration and latent periods.
In our previous work, we considered an SEIR epidemic model with constant immigration and random fluctuation around the endemic equilibrium, and we performed a detailed analysis on the asymptotic behavior of the stochastic model [30]; we also investigated a two-group epidemic model with distributed delays and random perturbation [31].
Later, In [20], Guo et al. introduced a TB model with treatment and immigration into the latent compartment.
This basic relationship can be sketched out in a simple model of labor market with immigration.
In contrast, richness levels were similar in both models under global dispersal or with immigration from the metacommunity.
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