From Wikisource
| This page explains standardised vote calculation, the mathematics and logic used, and its possible applications. |
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This method is highly experimental, and this page and the values presented may be completely wrong or outdated at any given time. |
Standardised vote calculation is a mathemetical method for calculating variations of majority consensus. The method is essentially dividing into two categories: count and WSRc. All values are rounded to the first decimal place below zero.
[edit] Values
| Total |
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| Individual value |
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The count values measure the number of each vote type in percentage ratio to the total.
| WSRc |
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The weighted support ratio constant (WSRc) estimates the relative strength of consensus by counting and weighing the counted values. Practically speaking, the constant is a number that increases for discussions with a high number of votes and a high support ratio. This constant is used to compare multiple discussions to gauge the relative strength of consensus; for example, this may be used to select featured texts.
[edit] Template
{{User:Pathoschild/Sandbox2
|support =
|oppose =
|neutral =
}}
The template takes three parameters, as shown above, with numerical values.
[edit] Examples
[edit] High opposition (low participation)
| Votes (7): |
1 support (14.3%), 3 oppose (42.9%), 3 neutral (42.9%). |
| WSRc: |
-0 (about SVC) |
[edit] No clear consensus (low participation)
| Votes (18): |
10 support (55.6%), 8 oppose (44.4%), 0 neutral (0%). |
| WSRc: |
2.1 (about SVC) |
[edit] Borderline (high participation)
| Votes (100): |
75 support (75%), 25 oppose (25%), 0 neutral (0%). |
| WSRc: |
58 (about SVC) |
[edit] High support (low participation)
| Votes (11): |
10 support (90.9%), 1 oppose (9.1%), 0 neutral (0%). |
| WSRc: |
27.7 (about SVC) |
[edit] High support (high participation)
| Votes (110): |
100 support (90.9%), 10 oppose (9.1%), 0 neutral (0%). |
| WSRc: |
314 (about SVC) |