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1.
Ecological Complexity ; : 100940, 2021.
Article in English | ScienceDirect | ID: covidwho-1244727

ABSTRACT

The paper is devoted to a compartmental epidemiological model of infection progression in a heterogeneous population which consists of two groups with high disease transmission (HT) and low disease transmission (LT) potentials. Final size and duration of epidemic, the total and current maximal number of infected individuals are estimated depending on the structure of the population. It is shown that with the same basic reproduction number R0 in the beginning of epidemic, its further progression depends on the ratio between the two groups. Therefore, fitting the data in the beginning of epidemic and the determination of R0 are not sufficient to predict its long time behaviour. Available data on the Covid-19 epidemic allows the estimation of the proportion of the HT and LT groups. Estimated structure of the population is used for the investigation of the influence of vaccination on further epidemic development. The result of vaccination strongly depends on the proportion of vaccinated individuals between the two groups. Vaccination of the HT group acts to stop the epidemic and essentially decreases the total number of infected individuals at the end of epidemic and the current maximal number of infected individuals while vaccination of the LT group only acts to protect vaccinated individuals from further infection.

2.
Trans R Soc Trop Med Hyg ; 115(3): 261-268, 2021 03 06.
Article in English | MEDLINE | ID: covidwho-1054340

ABSTRACT

BACKGROUND: In view of the current global coronavirus disease 2019 pandemic, mass drug administration interventions for neglected tropical diseases, including lymphatic filariasis (LF), have been halted. We used mathematical modelling to estimate the impact of delaying or cancelling treatment rounds and explore possible mitigation strategies. METHODS: We used three established LF transmission models to simulate infection trends in settings with annual treatment rounds and programme delays in 2020 of 6, 12, 18 or 24 months. We then evaluated the impact of various mitigation strategies upon resuming activities. RESULTS: The delay in achieving the elimination goals is on average similar to the number of years the treatment rounds are missed. Enhanced interventions implemented for as little as 1 y can allow catch-up on the progress lost and, if maintained throughout the programme, can lead to acceleration of up to 3 y. CONCLUSIONS: In general, a short delay in the programme does not cause a major delay in achieving the goals. Impact is strongest in high-endemicity areas. Mitigation strategies such as biannual treatment or increased coverage are key to minimizing the impact of the disruption once the programme resumes and lead to potential acceleration should these enhanced strategies be maintained.


Subject(s)
COVID-19/epidemiology , Communicable Disease Control/organization & administration , Elephantiasis, Filarial/epidemiology , Elephantiasis, Filarial/prevention & control , Disease Eradication , Filaricides/therapeutic use , Humans , Mass Drug Administration , Models, Theoretical , Neglected Diseases/epidemiology , Neglected Diseases/prevention & control , Pandemics , SARS-CoV-2
3.
Math Biosci Eng ; 17(6): 7562-7604, 2020 11 02.
Article in English | MEDLINE | ID: covidwho-1004823

ABSTRACT

An extended SEIQR type model is considered in order to model the COVID-19 epidemic. It contains the classes of susceptible individuals, exposed, infected symptomatic and asymptomatic, quarantined, hospitalized and recovered. The basic reproduction number and the final size of epidemic are determined. The model is used to fit available data for some European countries. A more detailed model with two different subclasses of susceptible individuals is introduced in order to study the influence of social interaction on the disease progression. The coefficient of social interaction K characterizes the level of social contacts in comparison with complete lockdown (K=0) and the absence of lockdown (K=1). The fitting of data shows that the actual level of this coefficient in some European countries is about 0.1, characterizing a slow disease progression. A slight increase of this value in the autumn can lead to a strong epidemic burst.


Subject(s)
COVID-19/epidemiology , Data Analysis , Epidemiological Monitoring , Basic Reproduction Number , Communicable Disease Control , Disease Progression , Disease Susceptibility , Disease-Free Survival , Epidemics , Europe/epidemiology , Hospitalization , Humans , Models, Theoretical , Quarantine , Recurrence , Social Behavior
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