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P population proportion (assumed to be 0.50).
The proportion assumed to have unknown diabetes is based on high scoring studies in the same data region (3) and in this case is around 35%.
The long-term proportion assumed to be chronic is consistent with the findings of 2 systematic reviews and other long-term studies [ 33, 52, 55, 56].
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Because incidence rate includes persons entering and leaving study populations, whereas incidence proportion assumes that those individuals were disease-free, it generally is more accurate than incidence proportion for long-term studies.
It was calculated to estimate a proportion, assuming an expected preference for oral treatment of 43% with an alpha risk of 0.05 and a precision 0.4.
A random sample of 900 women was selected to calculate the proportion of those using antenatal in the area within 3 percentage points of the true proportion, assuming the true proportion was 70% and that 10% of women would not be respond.
a See Table 3. b See Table 1 - proportions assumed the same for current and ex smokers.
The worldwide increase in the number of older adults, more pronounced in those who are at least 80 years old, explains the epidemic proportions assumed by dementia.
The population structure of the whole collection was investigated based on the HQ variations using SRUCTURE, which estimates individual ancestry and admixture proportions assuming K populations.
We translated the rate estimates into proportions, assuming that the incidence rate, Îr, is constant over time T, by using the relationship <img src="http://journals.plos.org/plosone/article/asset?id=info?doi/10.1371/journal.pone.0003640.e013.PNG" class= inline-graphic"/> The authors of the four different formulae do not use equivalent methods for the calculation of confidence intervals (CIs).
A Z-test for proportions (assuming that proportions of positive and negative correlations were equal) was used to determine whether significantly more negative correlations occurred than by chance within each session.
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