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Mathematical Modelling and Analysis Volume 14, 2009 - Issue 3
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Original Articles

A two strain tuberculosis transmission model with therapy and quarantine

C. P. Bhunu Modelling Biomedical Systems Research Group, Department of Applied Mathematics, National University of Science and Technology, P. O. Box AC 939 Ascot, Bulawayo, Zimbabwe E-mail: [email protected]
&
W. Garira Modelling Biomedical Systems Research Group, Department of Applied Mathematics, National University of Science and Technology; Department of Mathematics and Applied Mathematics, University of Venda, South Africa E-mail: [email protected]
Pages 291-312 | Received 12 May 2008, Published online: 14 Oct 2010

Citations (14)

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Xueyong Zhou & Jingan Cui. (2010) Stability and Hopf bifurcation of a delay eco‐epidemiological model with nonlinear incidence rate* . Mathematical Modelling and Analysis 15:4, pages 547-569.
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Articles from other publishers (13)

Benjamin Idoko Omede, Olumuyiwa James Peter, William Atokolo, Bolarinwa Bolaji & Tawakalt Abosede Ayoola. (2023) A mathematical analysis of the two-strain tuberculosis model dynamics with exogenous re-infection. Healthcare Analytics 4, pages 100266.
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El Mehdi Farah, Youssra Hajri, Taghreed A. Assiri, Saida Amine, Shabir Ahmad & Manuel De la Sen. (2023) A stochastic co-infection model for HIV-1 and HIV-2 epidemic incorporating drug resistance and dual saturated incidence rates. Alexandria Engineering Journal 84, pages 24-36.
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El Mehdi Farah, Saida Amine, Shabir Ahmad, Kamsing Nonlaopon & Karam Allali. (2022) Theoretical and numerical results of a stochastic model describing resistance and non-resistance strains of influenza. The European Physical Journal Plus 137:10.
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Bouchaib Khajji, Lahoucine Boujallal, Omar Balatif & Mostafa Rachik. (2022) Mathematical Modelling and Optimal Control Strategies of a Multistrain COVID-19 Spread. Journal of Applied Mathematics 2022, pages 1-14.
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Carmen Coll, Sergio Romero-Vivó & Elena Sánchez Sánchez. (2022) ON A SAFETY SET FOR AN EPIDEMIC MODEL WITH A BOUNDED POPULATION. Mathematical Modelling and Analysis 27:2, pages 263-281.
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Malek Pourhosseini & Reza Memarbashi. (2022) The effect of irreversible drug abuse in a dynamic model. Discrete and Continuous Dynamical Systems - B 27:11, pages 6907.
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Dominic Otoo, Shaibu Osman, Stephen Atta Poku & Elvis Kobina Donkoh. (2021) Dynamics of Tuberculosis (TB) with Drug Resistance to First-Line Treatment and Leaky Vaccination: A Deterministic Modelling Perspective. Computational and Mathematical Methods in Medicine 2021, pages 1-14.
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Malek Pourhosseini & Reza Memarbashi. (2020) Relationship between addicts with incurable diseases in an epidemic model. Mathematical Methods in the Applied Sciences 44:9, pages 7820-7833.
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Dounia Bentaleb, Sanaa Harroudi, Saida Amine & Karam Allali. (2020) Analysis and Optimal Control of a Multistrain SEIR Epidemic Model with Saturated Incidence Rate and Treatment. Differential Equations and Dynamical Systems.
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Yayehirad A. Melsew, Adeshina I. Adekunle, Allen C. Cheng, Emma S. McBryde, Romain Ragonnet & James M. Trauer. (2020) Heterogeneous infectiousness in mathematical models of tuberculosis: A systematic review. Epidemics 30, pages 100374.
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Sulayman Fatima, Farah Aini Abdullah & Mohd Hafiz Mohd. Deterministic model of tuberculosis infection in the presence of educational counselling, treatment and vaccination. Deterministic model of tuberculosis infection in the presence of educational counselling, treatment and vaccination.
Winston Garira. 2013. Handbook of Systems and Complexity in Health. Handbook of Systems and Complexity in Health 595 623 .
M. Maliyoni, P. M. M. Mwamtobe, S. D. Hove-Musekwa & J. M. Tchuenche. (2012) Modelling the Role of Diagnosis, Treatment, and Health Education on Multidrug-Resistant Tuberculosis Dynamics. ISRN Biomathematics 2012, pages 1-20.
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