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Gyan Bhanot

Gyan Bhanot

· Emeritus Member of the Graduate FacultyVerified

Rutgers University · Physics and Astronomy

Active 1978–2024

h-index67
Citations23.9k
Papers41151 last 5y
Funding
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Research topics

  • Mathematics
  • Medicine
  • Virology
  • Geography
  • Internal medicine
  • Demography
  • Biology
  • Econometrics
  • Statistics

Selected publications

  • Analysis of Covid-19 Data for Eight European Countries and the United Kingdom Using a Simplified SIR Model

    Research Square (Research Square) · 2020 · 9 citations

    1st authorCorresponding
    • Virology
    • Geography
    • Econometrics

    Background: As the SARS-Cov-2/Covid-19 pandemic continues to ravage the world, it is important to understanding the characteristics of its spread and possible correlates for control to develop strategies of response. Methods: Here we show how a simple Susceptible-Infective-Recovered (SIR) model applied to data for eight European countries and the United Kingdom (UK) can be used to forecast the descending limb (post-peak) of confirmed cases and deaths as a function of time, and predict the duration of the pandemic once it has peaked, by estimating and fixing parameters using only characteristics of the ascending limb and the magnitude of the first peak. Results: of infection per contact, with higher temperatures associated with lower infectivity. Conclusions: Our simple model captures the dynamics of the initial stages of the pandemic, from its exponential beginning to the first peak and beyond, with remarkable precision. As with all epidemiological analyses, unanticipated behavioral changes will result in deviations between projection and observation. This is abundantly clear for the current pandemic. Nonetheless, accurate short-term projections are possible, and the methodology we present is a useful addition to the epidemiologist's armamentarium. Our predictions assume that control measures such as lockdown, social distancing, use of masks etc. remain the same post-peak as before peak. Consequently, deviations from our predictions are a measure of the extent to which loosening of control measures have impacted case-loads and deaths since the first peak and initial decline in daily cases and deaths. Our findings suggest that the two key parameters to control and reduce the impact of a developing pandemic are the infective period and the mortality fraction, which are achievable by early case identification, contact tracing and quarantine (which would reduce the former) and improving quality of care for identified cases (which would reduce the latter).

  • Predictions for Europe for the Covid-19 pandemic from a SIR model

    medRxiv (Cold Spring Harbor Laboratory) · 2020 · 11 citations

    1st authorCorresponding
    • Demography
    • Geography
    • Statistics

    of infection per contact, with higher temperatures associated with lower infectivity. Policy implications of our findings are also briefly discussed.

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