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However, we held population constant in order to focus on the mortality changes solely due to the changes in PM2.5 concentrations resulting from future scenarios.
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First, holding population constant is important for measuring how concentrated the hospital industry is – there is a large difference between 500 beds for a population of 5,000 and 500 beds for a population of 50,000.
Dividing the 20 49 sample into six, 5-year age groups and holding population age shares at their 1981 level gives a -.018 decline in the interprovincial share for women vs. -.023 actually seen.
Our intentions with this simple artificial population were to isolate and identify the effects of being an edge city by holding population size and distance to core city constant and equal between edge and non-edge patches.
The form of this relationship influences the estimates of the scrapie-affected holding population and requires further analyses.
As observed in the case of the SND data, (2.4) underestimates the size of the scrapie-affected holding population compared to (2.5).
Based on our results from the previous section, we can develop a capture-recapture estimator for the size of the scrapie-affected holding population.
The preferred model (based on fit and parsimony) for predicting the odds of one or more deaths from heat exposure within a census block group included the first two factors and surface temperature in residential neighborhoods, holding population size constant.
Holding population constant at 2010 levels, we combined the temperature data and cluster-based temperature-mortality functions to project city-specific temperature-attributable premature deaths for multiple future years which correspond to a single reporting year.
These results are important, since they have implications when using the generalized Zelterman regression approach as discussed in (2.5) for estimating the size of the scrapie affected holding population in Great Britain (observed and hidden number of scrapie-affected holdings).
Furthermore, the model with the best fit is used to estimate the size of the scrapie-affected holding population in Great Britain by means of two capture-recapture estimators: the Poisson estimator and the generalized Zelterman estimator.
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