| Literature DB >> 24239323 |
Simon Cauchemez1, Christophe Fraser1, Maria D Van Kerkhove1, Christl A Donnelly1, Steven Riley1, Andrew Rambaut2, Vincent Enouf3, Sylvie van der Werf3, Neil M Ferguson4.
Abstract
BACKGROUND: The novel Middle East respiratory syndrome coronavirus (MERS-CoV) had, as of Aug 8, 2013, caused 111 virologically confirmed or probable human cases of infection worldwide. We analysed epidemiological and genetic data to assess the extent of human infection, the performance of case detection, and the transmission potential of MERS-CoV with and without control measures.Entities:
Mesh:
Year: 2013 PMID: 24239323 PMCID: PMC3895322 DOI: 10.1016/S1473-3099(13)70304-9
Source DB: PubMed Journal: Lancet Infect Dis ISSN: 1473-3099 Impact factor: 25.071
Figure 1Epidemiological and genetic data
(A) Probability density and cumulative probability of the incubation period from data of exposure for a subset of seven cases. (B) Probability density and cumulative probability of the delay between onset of first and second cases in six case clusters with more than one case. The delay between onset of first and second cases is a lower bound of the generation time. (C) Cumulative number of confirmed cases and clusters detected of MERS-CoV. (D) Maximum likelihood phylogeny of viral sequences of MERS-CoV, obtained using PhyML with the TN93 model. More recent samples were found to cluster together (highlighted in red), suggesting these viruses are part of an emerging epidemic. Only Al-Hasa_1 was included in analysis, to avoid over-representation of this outbreak.
Figure 2Alternative scenarios for animal-to-human and human-to-human transmission
(A–C) Illustrative epidemic trajectories (incidence of human infections occurring in each transmission generation of length T=12 days) consistent with the timing of clusters and data on returning non-resident traveller cases for R0=0·3 (A), R0=0·7 (B), and R0=1·06 (C). (D) Proportion of human cases due to human-to-human transmission in the epidemic so far as a function of the reproduction number, for T=12 days. (E) Probability that current chains of transmission will be sustained for a finite period (1 year) as a function of the reproduction number, for T=12 days. See appendix for details.
Figure 3Outcome as a function of month of symptom onset for years 2012–13
When onset information was missing, the date of symptom onset was estimated by subtracting 10 days (the median delay from onset to reporting in 2013, once the Al Hasa cluster had been excluded) to the date of reporting.