Results 111 to 120 of about 540 (138)
Mathematical modelling and analysis of the adaptive dynamics in mosquito populations: uniform persistence of malaria infection. [PDF]
Diop B, Ducrot A, Seydi O.
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Mathematical modeling of dengue virus transmission: exploring vector, vertical, and sexual pathways with sensitivity and bifurcation analysis. [PDF]
Ahman QO, Aja RO, Omale D, Okpara PA.
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Mathematical Modeling of Influenza Dynamics: Integrating Seasonality and Gradual Waning Immunity. [PDF]
Andreu-Vilarroig C +2 more
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Confinement tonicity on epidemic spreading. [PDF]
Almocera AES +2 more
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Design and Analysis of Infectious Disease Studies
Oberwolfach Reports, 2023This workshop gathered 45 participants from 16 countries and had a correspondingly multifaceted program covering various infectious diseases, public health applications, and methodological innovations.
Caroline Colijn +3 more
semanticscholar +1 more source
How to explain the relation between different empirical Covid-19 self-isolation periods
, 2020Empirical data implies that, to avoid infecting others, an asymptomatic career of Covid-19 should self-isolate for a period of 10 days, a patient who experiences symptoms for 20 days, and a person who was in contact with a Covid-19 patient should self ...
C. Servin, O. Kosheleva, V. Kreinovich
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International Journal of Applied Mathematics and Simulation
In this paper, we consider the influence of imperfect vaccination on the spread of infectious diseases in an age-structured population. The benefits of vaccination, even if not perfect, generally outweigh the risks of severe diseases.
Fatima Zohra Hathout, T. Touaoula
semanticscholar +1 more source
In this paper, we consider the influence of imperfect vaccination on the spread of infectious diseases in an age-structured population. The benefits of vaccination, even if not perfect, generally outweigh the risks of severe diseases.
Fatima Zohra Hathout, T. Touaoula
semanticscholar +1 more source

