Description Usage Arguments Details Value See Also
View source: R/functions_analysis.R
Thanks to imputation, we arrive at a full distribution of population percentages for all jobs, across all requirements. Using this information, we can devise a way to measure the requirement "overlap" of any two occupations. We do this by taking the product of their estimates to yield a value on the interval [0,1]. This produces a way to measure similarity between different occupations.
1 | computeOverlap(blended.results, jobA, jobB, print.plot = TRUE)
|
blended.results |
Blended predictions from imputation models, calculated
at convergence iterations and blending proportions computed by
|
jobA |
First job to compare |
jobB |
Second job to compare |
print.plot |
Should plot file (.png) be generated; default is TRUE (create plot file) |
If ω_1ir is the population mean of the ith level of the rth requirement for Job 1 (average of simulation predictions for missing values, and actual value for known estimates), and ω_2ir is the same for Job 2, then we say that the overlap of rth requirement (O_r) for these two jobs is:
O_r = ∑(ω_1ir * ω_2ir)
A list of length three, containing a data frame with all the data pertaining to the specified occupations, a data frame of the overlap values for these occupations by requirement, and a plot object displaying these overlap values; optionally produces a plot (.png file) of the overlap
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