AI summary · arXiv: 1811.03178v1 · q-bio.PE

Computation of life expectancy from incomplete data

Arni S. R. Srinivasa Rao, James R. Carey

Original paper · DOI Submitted to arXiv on 07 Nov. 2018 Handbook of Statistics, Elsevier Volume 43, 2020, Pages 379-389 An alternate way to compute life expectancy when life tables are not available License: NONEXCLUSIVE-DISTRIB 1.0

The essentials

  • Estimating human longevity and computing life expectancy have been crucial in population dynamics since the fifteenth century.
  • Scientists, including astronomer Edmund Halley, have studied these topics seriously over the years.
  • Innovative approach provides an alternative method for determining life expectancy when traditional life tables are not readily available.
  • Research published in Elsevier's Handbook of Statistics Volume 43 in 2020 sheds light on a vital aspect of demographic analysis and offers valuable insights into human longevity trends.
  • Rao and Carey contribute to the ongoing exploration of population dynamics and offer a practical solution for calculating life expectancy in situations where complete data may be lacking.

Key points written by AI: they may contain errors, check them against the paper.

AI-generated keywords: Population dynamics Human longevity Life expectancy Demographic analysis Edmund Halley

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In the field of population dynamics, estimating human longevity and computing life expectancy have been crucial since the fifteenth century. Scientists, including renowned astronomer Edmund Halley, have seriously studied these topics over the years. This innovative approach provides an alternative method for determining life expectancy when traditional life tables are not readily available. The research was published in Elsevier's Handbook of Statistics Volume 43 in 2020 and sheds light on a vital aspect of demographic analysis while offering valuable insights into human longevity trends. Through their study, Rao and Carey contribute to the ongoing exploration of population dynamics and offer a practical solution for calculating life expectancy in situations where complete data may be lacking.

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