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The availability facilitates comparisons over time; however, the disadvantage of using spatial exposure assessments is that it may result in less precision compared to measurements in individuals.
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The different sample sizes for males and females and low sample sizes for some demographic variables in the study resulted in wider confidence intervals, leading to less precision in the interpretation of the regression estimates.
These equations were also evaluated in the simulation experiments and proved to be more accurate than the Vieira et al. (2007) equations in the simulations based on high turnover rates (which are far from the observed in chemosensory families), but had less precision in general.
Including the FT and LT in MAA yields less precision than title alone MAA, but with better precision than MAA on the entire abstract.
However, microarray estimates cannot be considered to be the ground truth and, in fact, offer less precision than those from RNA-Seq (Wang et al., 2009).
Statistical analyses that exclude individuals with missing data result in estimates with less precision compared with the analysis of all individuals, and more importantly, may lead to biased inference.
Thus, we would expect less precision in the traffic data in the early than in the later time period.
Our prediction model could predict the primary outcome, one-year U-RTW, in 'intermediate' and 'high' risk patients, but with less precision in 'low' risk patients.
As expected, larger observer errors led to less precision in valuations, although coefficients of variation in total scores were often smaller than those of the input variables due to compensatory errors.
If other cardiovascular risk factors such as occupational exposures dominate atherosclerosis in men, we would expect a smaller effect signal and less precision in the estimates among men.
Finally, due to the small number of exposed cases for certain risk factors of interest, some odds ratios were estimated with less precision in the stratified analyses, as reflected in the wider confidence intervals.
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