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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Displaying similar documents to “Noninvasive monitoring of hepatic damage from hepatitis C virus infection.”
Could condom stop the AIDS epidemic?
The HPV vaccination strategy: could male vaccination have a significant impact?
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Computational & Mathematical Methods in Medicine
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Modelling within host parasite dynamics of schistosomiasis.
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Computational & Mathematical Methods in Medicine
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A mathematical model of HIV transmission in homosexuals with genetic heterogeneity.
Schmitz, Shu-Fang Hsu (2000)
Journal of Theoretical 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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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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On oscillatory pattern of malaria dynamics in a population with temporary immunity.
Tumwiine, J., Mugisha, J.Y.T., Luboobi, L.S. (2007)
Computational & Mathematical Methods in Medicine
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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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Medical cost trajectories and onsets of cancer and noncancer diseases in US elderly population.
Akushevich, Igor, Kravchenko, Julia, Akushevich, Lucy, Ukraintseva, Svetlana, Arbeev, Konstantin, Yashin, Anatoliy I. (2011)
Computational & Mathematical Methods in Medicine
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Modelling immune response and drug therapy in human malaria infection.
Chiyaka, C., Garira, W., Dube, S. (2008)
Computational & Mathematical Methods in 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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Modelling the hepatitis C with different types of virus genome.
Moneim, I.A., Mosa, G.A. (2006)
Computational & Mathematical Methods in Medicine
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Immunological barrier for infectious diseases
I. Barradas (1997)
Applicationes Mathematicae
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A nonlinear mathematical model with distributed delay is proposed to describe the reaction of a human organism to a pathogen agent. The stability of the disease free state is analyzed, showing that there exists a large set of initial conditions in the attraction basin of the disease-free state whose border is defined as the immunological barrier.