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Statistical methodologies for evaluation of the rate of persistence of Ebola virus in semen of male survivors in Sierra Leone

Author

Listed:
  • Ndema Habib
  • Michael D Hughes
  • Nathalie Broutet
  • Anna Thorson
  • Philippe Gaillard
  • Sihem Landoulsi
  • Suzanne L R McDonald
  • Pierre Formenty
  • on behalf of Sierra Leone Ebola Virus Persistence Study Group

Abstract

The 2013–2016 Ebola virus (EBOV) outbreak in West Africa was the largest and most complex outbreak ever, with a total number of cases and deaths higher than in all previous EBOV outbreaks combined. The outbreak was characterized by rapid spread of the infection in nations that were weakly prepared to handle it. EBOV ribonucleic acid (RNA) is known to persist in body fluids following disease recovery, and studying this persistence is crucial for controlling such epidemics. Observational cohort studies investigating EBOV persistence in semen require following up recently recovered survivors of Ebola virus disease (EVD), from recruitment to the time when their semen tests negative for EBOV, the endpoint being time-to-event. Because recruitment of EVD survivors takes place weeks or months following disease recovery, the event of interest may have already occurred. Survival analysis methods are the best suited for the estimation of the virus persistence in body fluids but must account for left- and interval-censoring present in the data, which is a more complex problem than that of presence of right censoring alone. Using the Sierra Leone Ebola Virus Persistence Study, we discuss study design issues, endpoint of interest and statistical methodologies for interval- and right-censored non-parametric and parametric survival modelling. Using the data from 203 EVD recruited survivors, we illustrate the performance of five different survival models for estimation of persistence of EBOV in semen. The interval censored survival analytic methods produced more precise estimates of EBOV persistence in semen and were more representative of the source population than the right censored ones. The potential to apply these methods is enhanced by increased availability of statistical software to handle interval censored survival data. These methods may be applicable to diseases of a similar nature where persistence estimation of pathogens is of interest.

Suggested Citation

  • Ndema Habib & Michael D Hughes & Nathalie Broutet & Anna Thorson & Philippe Gaillard & Sihem Landoulsi & Suzanne L R McDonald & Pierre Formenty & on behalf of Sierra Leone Ebola Virus Persistence Stud, 2022. "Statistical methodologies for evaluation of the rate of persistence of Ebola virus in semen of male survivors in Sierra Leone," PLOS ONE, Public Library of Science, vol. 17(10), pages 1-19, October.
    • Handle: RePEc:plo:pone00:0274755
    DOI: 10.1371/journal.pone.0274755
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    1. William B. Goggins & Dianne M. Finkelstein, 2000. "A Proportional Hazards Model for Multivariate Interval-Censored Failure Time Data," Biometrics, The International Biometric Society, vol. 56(3), pages 940-943, September.
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