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by luu
6024 days ago
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They've shown that random selection is good when there's zero correlation between performance at level N and level N+1. Personally, I'm more interested in what happens if the correlation is non-zero, and performance at level N+1 has more impact than performance at level N? How does the best promotion strategy change as the level of correlation and impact of being higher up the ladder changes? |
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r = -1 ==> promote worst performers r = 0 ==> promote at random or based on completely independent criteria. r = 1 ==> promote best performers
And you can fill in everything in between. Putting it this way almost makes it seem obvious. In fact though, the hardest part is judging r.
impact of being higher up the ladder changes?
They did do this:
measured as a weighted average of employee competence, with higher-level positions counting for more
Edit: Missed a word.