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10.3760/cma.j.cn112338-20200210-00086

http://scihub22266oqcxt.onion/10.3760/cma.j.cn112338-20200210-00086
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32125128!ä!32125128

suck abstract from ncbi


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pmid32125128      Zhonghua+Liu+Xing+Bing+Xue+Za+Zhi 2020 ; 41 (4): 476-479
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  • Estimating the basic reproduction number of COVID-19 in Wuhan, China #MMPMID32125128
  • Wang Y; You XY; Wang YJ; Peng LP; Du ZC; Gilmour S; Yoneoka D; Gu J; Hao C; Hao YT; Li JH
  • Zhonghua Liu Xing Bing Xue Za Zhi 2020[Apr]; 41 (4): 476-479 PMID32125128show ga
  • Objective: The number of confirmed and suspected cases of the COVID-19 in Hubei province is still increasing. However, the estimations of the basic reproduction number of COVID-19 varied greatly across studies. The objectives of this study are 1) to estimate the basic reproduction number (R(0)) of COVID-19 reflecting the infectiousness of the virus and 2) to assess the effectiveness of a range of controlling intervention. Methods: The reported number of daily confirmed cases from January 17 to February 8, 2020 in Hubei province were collected and used for model fit. Four methods, the exponential growth (EG), maximum likelihood estimation (ML), sequential Bayesian method (SB) and time dependent reproduction numbers (TD), were applied to estimate the R(0). Results: Among the four methods, the EG method fitted the data best. The estimated R(0) was 3.49 (95%CI: 3.42-3.58) by using EG method. The R(0) was estimated to be 2.95 (95%CI: 2.86-3.03) after taking control measures. Conclusions: In the early stage of the epidemic, it is appropriate to estimate R(0) using the EG method. Meanwhile, timely and effective control measures were warranted to further reduce the spread of COVID-19.
  • |*Basic Reproduction Number[MESH]
  • |Bayes Theorem[MESH]
  • |Betacoronavirus[MESH]
  • |COVID-19[MESH]
  • |China/epidemiology[MESH]
  • |Coronavirus Infections/*epidemiology[MESH]
  • |Humans[MESH]
  • |Likelihood Functions[MESH]
  • |Models, Statistical[MESH]
  • |Pandemics[MESH]
  • |Pneumonia, Viral/*epidemiology[MESH]


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