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Mathematical Population Studies
An International Journal of Mathematical Demography
Volume 18, 2011 - Issue 2: MATHEMATICAL IMMUNOLOGY OF INFECTIOUS DISEASES
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Original Articles

Immune Response and Imperfect Vaccine in Malaria Dynamics

ASHRAFI M. NIGER Department of Mathematics, University of Manitoba, Winnipeg, Manitoba, Canada
&
ABBA B. GUMEL Department of Mathematics, University of Manitoba, Winnipeg, Manitoba, CanadaCorrespondence[email protected]
Pages 55-86 | Published online: 29 Apr 2011

Citations (16)

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Read on this site (3)

Zhang Zhonghua, Suo Yaohong, Zhang Juan & Song Xinyu. (2015) Stability and Bifurcations in a Model of Bacteria Immunity with Quorum Sensing. Mathematical Population Studies 22:4, pages 209-233.
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MIRANDAI. TEBOH-EWUNGKEM, GIDEONA. NGWA & CALISTUSN. NGONGHALA. (2013) Models and Proposals for Malaria: A Review. Mathematical Population Studies 20:2, pages 57-81.
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RAOUF BOUCEKKINE. (2012) Epidemics From the Economic Theory Viewpoint. Mathematical Population Studies 19:1, pages 1-3.
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Articles from other publishers (13)

Emeka F. Obiajulu, Andrew Omame, Simeon C. Inyama, Uchenna H. Diala, Salman A. AlQahtani, Mabrook S. Al-Rakhami, Abdulaziz M. Alawwad & Abdullilah A. Alotaibi. (2023) Analysis of a non-integer order mathematical model for double strains of dengue and COVID-19 co-circulation using an efficient finite-difference method. Scientific Reports 13:1.
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Abderrahman Iggidr & Max O. Souza. (2023) On the limits of the Volterra function in the Lyapunov method: The Anderson-May-Gupta model as a cautionary example. Journal of Mathematical Analysis and Applications 517:1, pages 126465.
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Aniruddha Deka & Samit Bhattacharyya. (2022) The effect of human vaccination behaviour on strain competition in an infectious disease: An imitation dynamic approach. Theoretical Population Biology 143, pages 62-76.
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Shade Horn, Jacky L. Snoep & David D. van Niekerk. (2021) Uncovering the effects of heterogeneity and parameter sensitivity on within-host dynamics of disease: malaria as a case study. BMC Bioinformatics 22:1.
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R.C. Mittal, Rohit Goel & Neha Ahlawat. (2021) An Efficient Numerical Simulation of a Reaction-Diffusion Malaria Infection Model using B-splines Collocation. Chaos, Solitons & Fractals 143, pages 110566.
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Morenikeji Deborah Akinlotan, Dann G. Mallet & Robyn P. Araujo. (2020) Mathematical modelling of the role of mucosal vaccine on the within-host dynamics of Chlamydia trachomatis. Journal of Theoretical Biology 497, pages 110291.
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Ahmed M. Elaiw & Afnan D. Al Al Agha. (2020) Global Analysis of a Reaction-Diffusion Within-Host Malaria Infection Model with Adaptive Immune Response. Mathematics 8:4, pages 563.
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Titus Okello Orwa, Rachel Waema Mbogo & Livingstone Serwadda Luboobi. (2019) Multiple-Strain Malaria Infection and Its Impacts on Plasmodium falciparum Resistance to Antimalarial Therapy: A Mathematical Modelling Perspective . Computational and Mathematical Methods in Medicine 2019, pages 1-26.
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Titus Okello Orwa, Rachel Waema Mbogo & Livingstone Serwadda Luboobi. (2019) Uncertainty and Sensitivity Analysis Applied to an In-Host Malaria Model with Multiple Vaccine Antigens. International Journal of Applied and Computational Mathematics 5:3.
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F.B. Agusto, M.C.A. Leite & M.E. Orive. (2019) The transmission dynamics of a within-and between-hosts malaria model. Ecological Complexity 38, pages 31-55.
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THERESIA MARIJANI & EDWARD LUNGU. (2017) A WITHIN HOST MODEL OF BLOOD STAGE MALARIA WITH TREATMENT. Journal of Biological Systems 25:01, pages 1-27.
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Farinaz Forouzannia & A. Gumel. (2015) Dynamics of an age-structured two-strain model for malaria transmission. Applied Mathematics and Computation 250, pages 860-886.
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Farinaz Forouzannia & Abba B. Gumel. (2014) Mathematical analysis of an age-structured model for malaria transmission dynamics. Mathematical Biosciences 247, pages 80-94.
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