Mathematical model for HIV/AIDS with complacency in a population with declining prevalence.
Baryarama, F., Mugisha, J.Y.T., Luboobi, L.S. (2006)
Computational & Mathematical Methods in Medicine
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Displaying similar documents to “Comparison of single-stage and staged progression models for HIV/AIDS transmission.”
Mathematical model for HIV/AIDS with complacency in a population with declining prevalence.
Can we prevent the next epidemic? The elimination of childhood diseases by mass vaccination.
Roberts, M.G. (2000)
Journal of Applied Mathematics and Decision Sciences
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Could condom stop the AIDS epidemic?
Moghadas, Seyed M., Gumel, Abba B., McLeod, Robert, Gordon, Richard (2003)
Journal of Theoretical Medicine
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Modeling schistosomiasis and HIV/AIDS codynamics.
Mushayabasa, S., Bhunu, C.P. (2011)
Computational & Mathematical Methods in Medicine
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A two-dimensional model for the transmission of dengue fever disease.
Soewono, Edy, Supriatna, Asep K. (2001)
Bulletin of the Malaysian Mathematical Sciences Society. Second Series
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A mathematical model for the dynamics of HIV/AIDS with gradual behaviour change.
Baryarama, F., Mugisha, J.Y.T., Luboobi, L.S. (2006)
Computational & Mathematical Methods in Medicine
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Modeling HIV epidemic under contact tracing -- the Cuban case.
de Arazoza, H., Lounes, R., Hoang, T., Interian, Y. (2000)
Journal of Theoretical Medicine
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An age-dependent model describing the spread of panleucopenia virus within feline populations
W. E. Fitzgibbon, M. Langlais, J. J. Morgan, D. Pontier, C. Wolf (2003)
Banach Center Publications
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Global existence results and long time behavior are provided for a mathematical model describing the propagation of Feline Panleucopenia Virus (FPLV) within a domestic cat population; two transmission modes are involved: a direct one from infective cats to susceptible ones, and an indirect one from the contaminated environment to susceptible cats. A more severe impact of the virus on young cats requires an age-structured model.
On the dynamics of a vaccination model with multiple transmission ways
Shu Liao, Weiming Yang (2013)
International Journal of Applied Mathematics and Computer Science
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In this paper, we present a vaccination model with multiple transmission ways and derive the control reproduction number. The stability analysis of both the disease-free and endemic equilibria is carried out, and bifurcation theory is applied to explore a variety of dynamics of this model. In addition, we present numerical simulations to verify the model predictions. Mathematical results suggest that vaccination is helpful for disease control by decreasing the control reproduction number...