File:Wilson score interval and logistic example.png
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Summary
Wallis, Sean. Original image by author. A version of this plot is published in Wallis (2021: 180).[1]
Wilson score intervals for n = 10 and n = 100 computed alongside an example logistic curve. Unlike the normal approximation interval, the Wilson interval performs correctly for small samples (e.g. n = 10) or where p is close to 0 or 1.
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- ↑ Wallis, Sean A. (2021) Statistics in Corpus Linguistics - a new approach, Category:New York: Routledge ISBN: 9781138589384.
File history
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| Date/Time | Thumbnail | Dimensions | User | Comment | |
|---|---|---|---|---|---|
| current | 12:42, 26 January 2021 | | 2,373 × 1,471 (90 KB) | Sean a wallis | == Summary == Wallis, Sean. Original image by author. A version of this plot is published in Wallis (2021: 180).<ref name=Wallis2021> {{cite book | last = Wallis | first = Sean A. | title = Statistics in Corpus Linguistics - a new approach | publisher = Routledge | location = New York | isbn = 9781138589384 | url = https://www.routledge.com/Statistics-in-Corpus-Linguistics-Research-A-New-Approach/Wallis/p/book/9781138589384 | date = 2021 }}</ref> Wilson score intervals for ''n'' = 10... |
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