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82-221-XIE
Technical Notes
Health status indicators based on vital statistics
(Statistics Canada - STC)
Life expectancy: This variable was calculated using
the Chiang methodology for abridged life tables. The estimates are based
on three years (1995-1997) of mortality data and 1996 population estimates,
as described above. Abridged life tables use five-year age groupings of
both population and mortality rate inputs (as opposed to single year age
breakdown). Since there is more variability in the number of events by
age in smaller geographic areas, abridged life tables are more suitable
for the adaptation to a sub-provincial level (health region). Chiang's
method in particular was chosen because it was relatively easy to adapt
to the health region level data and included the calculation of standard
error (in this case, addressing the variability of deaths from one year
to the next).
Disability-free life expectancy: Estimates of disability-free
life expectancy are calculated using Sullivan's method (Sullivan, DF.
A single index of mortality and morbidity. HSMHA Health Reports
86 (April 1971): 347-354). Essentially, the latter generalizes Chiang's
method (Chiang, CL. The Life Table and its Applications. Robert
E. Krieger Publishing Company, Malabar, Florida, 1984: 316).
Sullivan's method is based on activity limitation rates
within a population, according to sex and age group, in the calculation
of life expectancy with disability. In the case of people living in health
institutions, it was assumed that everyone had at least one activity limitation.
For people living in other types of institutions, the hypothesis established
is that the activity limitation rate by age group and sex was identical
to the population in private households.
Disability-free life expectancy represents the difference between life expectancy and life expectancy with disability. The standard deviations of disability-free life expectancy estimates (and consequently the upper and lower limits of the confidence intervals associated with these estimates) are based on Colin Mathers' method (Mather, C. Health Expectancies in Australia 1981 and 1988. Australian Government Publishing Service, Canberra, 1991: 117). This method takes into account both the stochastic fluctuations in the observed death rates and the sampling variability of the activity limitation rates.
NOTE: The disability data for DFLE came from the 1996
Census of Population. Questions on disability in the Census of Population
are generally used to capture the sample of post-censal Health and Activity
Limitations Survey. Because of the decision not to conduct this survey
in 1996, data on disability from the Census of population of 1996 were
neither verified nor imputed. More precisely, no validation was undertaken
to check the completeness or consistency of the data, and as a result,
no corrections to the data were made. In addition, the data were nor adjusted
to account for population undercounts.
DFLE estimates will vary according to both the concepts
from which they are based and the surveys from which the data are extracted.
Birth statistics: Birth data on our Vital Statistics
Database for Ontario are underestimated for data years 1996 and 1997 due
to incomplete files. At least 1,500 Ontario births from 1997 were not
available for geocoding. Birth data for those same years for some other
provinces may also be incomplete. Thus, birth-related data (low birth
weight, infant mortality, perinatal mortality), particularly for Ontario,
should be interpreted with caution.
Low birth weight: Due to a high number of missing
birth weight values from the original 1996 and 1997 birth files from Quebec,
we received supplementary data files that matched birth records with hospital
records. These files allowed us to analyze a larger group of Quebec births
for low birth weight data. Thus, our present analysis may differ from
previous Statistics Canada publications for low birth weight that present
data for those same data years.
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