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The Lancet Infectious Diseases· 2020Q1

COVID-19'un Erken Yayılım ve Kontrol Dinamikleri: Matematiksel Bir Modelleme Çalışması

Early dynamics of transmission and control of COVID-19: a mathematical modelling study

Adam J. Kucharski, Timothy Russell, Charlie Diamond, Yang Liu ve diğerleri

Kısa özet

Matematiksel modelleme, Ocak 2020 başlarında Wuhan ile benzer bulaşma potansiyeline sahip bir konuma en az dört bağımsız vaka tanıtıldığında, COVID-19'un sürdürülebilir bulaşma olasılığının %50'den fazla olduğunu göstermektedir.

Yapay zekâ ile başlık ve abstract'tan üretildi; tam metin okunmaz.

Ana noktalar

  • Matematiksel bir model, vaka verilerini kullanarak Wuhan'daki COVID-19 bulaşma dinamiklerini tahmin etti.
  • Wuhan'daki bulaşma, seyahat kontrolleriyle aynı zamana denk gelerek Ocak 2020 sonlarında muhtemelen azaldı.
  • En az dört bağımsız vakanın duyarlı bir popülasyona tanıtılması durumunda sürdürülebilir bulaşma olasılığı %50'den fazladır.
  • Wuhan'daki kontrol önlemleri, bulaşmadaki bir azalmayla aynı zamana denk geldi.

Yapay zekâ ile başlık ve abstract'tan üretildi; tam metin okunmaz.

Özet (abstract)

BACKGROUND: An outbreak of severe acute respiratory syndrome coronavirus 2 (SARS-CoV-2) has led to 95 333 confirmed cases as of March 5, 2020. Understanding the early transmission dynamics of the infection and evaluating the effectiveness of control measures is crucial for assessing the potential for sustained transmission to occur in new areas. Combining a mathematical model of severe SARS-CoV-2 transmission with four datasets from within and outside Wuhan, we estimated how transmission in Wuhan varied between December, 2019, and February, 2020. We used these estimates to assess the potential for sustained human-to-human transmission to occur in locations outside Wuhan if cases were introduced. METHODS: We combined a stochastic transmission model with data on cases of coronavirus disease 2019 (COVID-19) in Wuhan and international cases that originated in Wuhan to estimate how transmission had varied over time during January, 2020, and February, 2020. Based on these estimates, we then calculated the probability that newly introduced cases might generate outbreaks in other areas. To estimate the early dynamics of transmission in Wuhan, we fitted a stochastic transmission dynamic model to multiple publicly available datasets on cases in Wuhan and internationally exported cases from Wuhan. The four datasets we fitted to were: daily number of new internationally exported cases (or lack thereof), by date of onset, as of Jan 26, 2020; daily number of new cases in Wuhan with no market exposure, by date of onset, between Dec 1, 2019, and Jan 1, 2020; daily number of new cases in China, by date of onset, between Dec 29, 2019, and Jan 23, 2020; and proportion of infected passengers on evacuation flights between Jan 29, 2020, and Feb 4, 2020. We used an additional two datasets for comparison with model outputs: daily number of new exported cases from Wuhan (or lack thereof) in countries with high connectivity to Wuhan (ie, top 20 most at-risk countries), by date of confirmation, as of Feb 10, 2020; and data on new confirmed cases reported in Wuhan between Jan 16, 2020, and Feb 11, 2020. FINDINGS: , assuming SARS-like variation, we calculated that in locations with similar transmission potential to Wuhan in early January, once there are at least four independently introduced cases, there is a more than 50% chance the infection will establish within that population. INTERPRETATION: Our results show that COVID-19 transmission probably declined in Wuhan during late January, 2020, coinciding with the introduction of travel control measures. As more cases arrive in international locations with similar transmission potential to Wuhan before these control measures, it is likely many chains of transmission will fail to establish initially, but might lead to new outbreaks eventually. FUNDING: Wellcome Trust, Health Data Research UK, Bill & Melinda Gates Foundation, and National Institute for Health Research.

Yazarların özeti; kaynağından alınmıştır. The Lancet Infectious Diseases, 2020 · DOI ↗

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Alan: Modelleme ve Simülasyon

Modeling and SimulationMathematics