Английская Википедия:Bennett, Alpert and Goldstein's S

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Версия от 03:59, 8 февраля 2024; EducationBot (обсуждение | вклад) (Новая страница: «{{Английская Википедия/Панель перехода}} {{primary sources|date=April 2013}} {{DISPLAYTITLE:Bennett, Alpert and Goldstein's ''S''}} '''Bennett, Alpert & Goldstein’s ''S''''' is a statistical measure of inter-rater agreement. It was created by Bennett ''et al.'' in 1954.<ref name=Bennett1954>{{cite journal | last1 = Bennett | first1 = EM | last2 = Alpert | first2 = R | last3 = Goldstein | first3 = AC | yea...»)
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Шаблон:Primary sources

Bennett, Alpert & Goldstein’s S is a statistical measure of inter-rater agreement. It was created by Bennett et al. in 1954.[1]

Rationale for use

Bennett et al. suggested adjusting inter-rater reliability to accommodate the percentage of rater agreement that might be expected by chance was a better measure than simple agreement between raters.[2] They proposed an index which adjusted the proportion of rater agreement based on the number of categories employed.

Mathematical formulation

The formula for S is

<math> S = \frac{ Q P_a - 1 } { Q - 1 } </math>

where Q is the number of categories and Pa is the proportion of agreement between raters.

The variance of S is

<math> \operatorname{Var}(S) = \left( \frac { Q } { Q - 1 } \right)^2 \frac { P_a ( P_a - 1 ) } { n - 1 } </math>

Notes

This statistic is also known as Guilford’s G.[3] Guilford was the first person to use the approach extensively in the determination of inter-rater reliability.Шаблон:Citation needed

References

Шаблон:Reflist

Шаблон:Statistics