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Instant Runoff Normalized Ratings: Difference between revisions

Fixed equation rendering
m (State author in the introduction, and fix some grammar/tense errors.)
(Fixed equation rendering)
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Formula for '''IRNR[n]''' normalization:
<math>{C_{new}} =\frac{C_{old}}{\sqrt[n]{\sum \left(\bigl| C_{i}\bigr|^{n}\right)}}</math>
<math>\begin{equation}
<math>\begin{equation}{C_{iold}}\end{equation}</math> = ratingsrating of each candidate C in the vote, before the normalization.
{C_{new}} =\frac{C_{old}}{\sqrt[n]{\sum \left(\bigl| C_{i}\bigr|^{n}\right)}}
<math>\begin{equation}{C_{new}}\end{equation}</math> = rating of C, after the normalization.
\end{equation}</math>
<math>\begin{equation}{C_{oldi}}\end{equation}</math> = ratingratings of candidateeach Ccandidate in the vote, before the normalization.
<math>\begin{equation}{C_{new}}\end{equation}</math> = rating of C, after the normalization.
<math>\begin{equation}{C_{i}}\end{equation}</math> = ratings of each candidate in the vote, before the normalization.
 
The second step consists of summing 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, the lowest rated choice is disqualified.
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