Sequential proportional score voting: Difference between revisions
Dr. Edmonds (talk | contribs) (Just realized no page exists for SPSV) |
(Added categories) |
||
| Line 10: | Line 10: | ||
* [https://bternarytau.github.io/miscellaneous/voting-theory/sequential-proportional-score-voting bternarytau Blog] |
* [https://bternarytau.github.io/miscellaneous/voting-theory/sequential-proportional-score-voting bternarytau Blog] |
||
[[Category:Proportional voting methods]] |
|||
[[Category:Multi-winner voting methods]] |
|||
Revision as of 20:16, 11 February 2023
Sequential proportional score voting (SPSV) is an Cardinal voting system that extends the concepts of Sequential proportional approval voting to Score voting ballots using the Kotze-Pereira transformation. For this reason, it is often referred to as SPAV + KP. It is one of the three extensions of SPAV to score ballots along with Reweighted Range Voting and Single distributed vote.
Procedure
Voters cast ballots by rating all candidates on a scale such as 0 to 5, where a blank rating is interpreted as the minimum value. Each rated ballot is converted into five virtual approval ballots using the KP transform.
Once this is done, SPAV is run on the virtual approval ballots to determine which candidates are elected. Each virtual ballot starts off with a weight of 1. For each seat, the candidate with the most weighted approvals is elected, and every virtual ballot is given a weight of 1/(1 + m), where m is the number of candidates approved on the ballot who have already been elected.