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The (Im)precision of Life Expectancy Numbers
1The author is with the Department of Epidemiology and Biostatistics, McGill University, Montreal, Canada.
American Journal of Public Health
|July 13, 2022
Summary
This study introduces a new data-based method to calculate the statistical imprecision of life expectancy figures, improving accuracy for health system comparisons. It helps quantify uncertainty in life expectancy data, aiding more reliable reporting.
Area of Science:
- Biostatistics
- Public Health
- Demography
Background:
- Life expectancy is a key indicator of national health and social systems.
- Current methods for quantifying statistical imprecision in life expectancy are model-based.
- Published life expectancy figures often lack reporting of their statistical uncertainty.
Purpose of the Study:
- To introduce a more intuitive, data-based method for calculating the standard error (SE) of life expectancy.
- To extend the jackknife method for analyzing event rates more broadly.
- To describe the relationship between SE magnitude and the underlying data (person-years and deaths).
Main Methods:
- Development of a data-based standard error (SE) calculation for life expectancy.
- Application of the jackknife method to event rate analysis.
- Analysis of the correlation between SE and the number of person-years and deaths.
Main Results:
- A novel, intuitive, data-based SE method for life expectancy is presented.
- The study quantifies the statistical noise in life expectancy differences (year-to-year and between/within countries).
- Relationships between SE and data denominators (person-years, deaths) are described.
Conclusions:
- Agencies and researchers should report the imprecision of life expectancy figures.
- The number of decimal places reported should correspond to the quantified statistical uncertainty.
- This approach enhances the reliability and interpretability of life expectancy statistics.
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