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Estimating the completeness of death registration

Bibliographic Data

ID4845989
AuthorsH Preston (0000-0001-7038-9689, National Academy of Sciences), Preston (0000-0002-4370-285X), S Preston (0000-0001-7518-1908), K Hill (0000-0003-0655-0014)
Year1980
Volume34
Issue2
Pages349-366
Publication date1980-07-01
Open AccessNo
TypeARTICLE
VenuePopulation Studies (JOURNAL)
Journal identifiersISSN: 0032-4728 • E-ISSN: 1477-4747
PublisherInforma UK Limited (PUBLISHER • GB)
DOI10.1080/00324728.1980.10410395
PMID22077130
OpenAlexW2076492443
LanguageEN
Citations received22
References cited2

Death registration statistics, even when incomplete, can provide valuable information about mortality. In particular, the age structure of deaths can be used to estimate the completeness of registration, provided that this completeness does not vary substantially with age. Two methods of estimating the completeness of death registration from the distribution of deaths by age are described. The first is derived from stable population theory and requires an estimate of the rate of natural increase of the population, as well as assuming stability. However, the technique can also be used to generate simultaneously estimates of the rate of natural increase and of death registration completeness. The second method which requires two census age distributions and intercensal deaths by age, estimates the relative enumeration completeness of the two censuses as well as the completeness of death registration and requires only that the population be closed. Results are sensitive to overstatement of age. The methods are illustrated by being applied to figures from Thailand for the period 1960-70 and are found to work satisfactorily

Census · Completeness (order theory) · Medical emergency · Mortality rate · Natural death · Population · Statistics · demographic modeling and climate adaptation · Demography · Health disparities and outcomes · Insurance, Mortality, Demography, Risk Management · Mathematics · Medicine

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Citations per year0.47
Citation span1979 - 2021 (43)
Highly citedNo

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