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In the figure below — based on a bit of a catchall from the exit polls and the Pew pre-election poll – the blue line shows the average relationship between income and presidential preference, and the various markets show some groups that were far off that line.
More recent work by Dimayacyac and Palmiano [21] focuses on average relationship between LC and speed for various vehicle pairs, but the deviation of LC at similar speeds is not studied.
First, we obtained the long-term average relationship between body size and δ15N using data from all individuals.
That is, it estimates the average relationship between need and resource use in the population.
Another approach is to use cross-sectional statistical analysis to examine the average relationship between trade liberalization, agricultural activity and food security.
Therefore, we also used the grand mean data of all conditions to estimate the average relationship between GE, FE and FCC.
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Since the variance of relationships is closely related to the average squared relationship, we compared the standard deviation of relationships and the average relationships between populations (Table 4).
Because we were interested primarily in average relationships between components of male reproductive success, we combined the data from all four breeding seasons.
Based on pedigree information, there were few differences in average relationships between breeds with average relationships of 0.0004 between HF and GWH (ranging from 0 to 0.035, 0.0004 between HF and MRY (ranging from 0 to 0.034), and 0.0005 between GWH and MRY (ranging from 0 to 0.029).
Data on nearly 500,000 health state valuations from over 46,000 respondents were used to develop a mapping function that captured the average relationships between levels on the six core health domains and overall health state valuations.
The survey sampling design variables (cluster, strata and weight) were not used, and thus the associations should not be interpreted as representing the actual U.S. population-average relationship between body mass index (BMI) and high cholesterol.
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