Difference between revisions of "Instant Runoff Normalized Ratings"
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* One could more generally consider IRNR[p], based on the Lp norm, for any fixed real p with
<math>1 \le p \le \infty</math>
Sum up the normalized ratings for each candidate. If there are two choices, the highest rated is the winner. If there are more than two choices, disqualify the lowest rated choice.
The process repeats with a normalization step that ignores disqualified choices. A voter's voting power is thus redistributed among the remaining choices.
giving all candidates except one a rating of zero.
This is true whenever there are two "frontrunner" candidates judged to be far more likely
to win than the others and p is finite
If p is infinite IRNR just becomes equivalent to [[range voting]]▼
▲If p is infinite IRNR just
in the range [-1, 1] with an extra rule demanding that the best- or worst-rated
candidate must have a rating with absolute value 1.
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