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A G J Velthuis1, M C M De Jong, J De Bree

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Summary

The final-size (FS) algorithm underestimates R(0) and is less powerful for analyzing infectious disease transmission compared to the transient-state (TS) and MaxDiff tests.

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Area of Science:

  • Epidemiology
  • Mathematical Biology
  • Infectious Disease Modeling

Background:

  • Quantifying infectious agent transmission is crucial for understanding epidemics.
  • The transient-state (TS) algorithm, based on the stochastic SIR model, offers time-dependent epidemic probability distributions.
  • Numerical limitations restrict the TS algorithm's application to small populations.

Purpose of the Study:

  • To investigate the errors associated with using the final-size (FS) algorithm when the final-size state is not reached.
  • To introduce and evaluate a new method, the MaxDiff test, for detecting transmission differences between groups.
  • To compare the statistical power of FS, TS, and MaxDiff tests in identifying transmission variations.

Main Methods:

  • Analysis of errors introduced by applying the time-independent FS algorithm in non-final-size scenarios.
  • Development and application of the MaxDiff test for comparing transmission rates between treatment groups.
  • Comparative power analysis of FS, TS, and MaxDiff tests using simulated or experimental epidemic data.

Main Results:

  • Methods based on the FS algorithm underestimate R(0) and exhibit biased hypothesis testing outcomes.
  • The FS algorithm is less powerful, particularly when transmission rates in both control and treatment groups exceed one.
  • The TS and MaxDiff tests demonstrate superior power in detecting differences in transmission between groups.

Conclusions:

  • The FS algorithm introduces significant errors and reduced statistical power when applied prematurely in epidemic modeling.
  • The novel MaxDiff test, alongside the TS algorithm, provides a more powerful approach for analyzing transmission dynamics and inter-group differences.
  • Accurate quantification of infectious disease transmission requires careful consideration of the chosen algorithmic approach and epidemic stage.