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comparison scripts/statistics/tests/kruskal_wallis_test.m @ 9051:1bf0ce0930be
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author | Rik <rdrider0-list@yahoo.com> |
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date | Fri, 27 Mar 2009 22:31:03 -0700 |
parents | eb63fbe60fab |
children | f63ee6a20f57 |
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9044:656ad518f385 | 9051:1bf0ce0930be |
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34 ## | 34 ## |
35 ## 1 - @var{sum_ties} / (@var{n}^3 - @var{n}) | 35 ## 1 - @var{sum_ties} / (@var{n}^3 - @var{n}) |
36 ## | 36 ## |
37 ## where @var{sum_ties} is the sum of @var{t}^2 - @var{t} over each group | 37 ## where @var{sum_ties} is the sum of @var{t}^2 - @var{t} over each group |
38 ## of ties where @var{t} is the number of ties in the group and @var{n} | 38 ## of ties where @var{t} is the number of ties in the group and @var{n} |
39 ## is the total number of values in the input data. For more info on | 39 ## is the total number of values in the input data. For more info on |
40 ## this adjustment see "Use of Ranks in One-Criterion Variance Analysis" | 40 ## this adjustment see "Use of Ranks in One-Criterion Variance Analysis" |
41 ## in Journal of the American Statistical Association, Vol. 47, | 41 ## in Journal of the American Statistical Association, Vol. 47, |
42 ## No. 260 (Dec 1952) by William H. Kruskal and W. Allen Wallis. | 42 ## No. 260 (Dec 1952) by William H. Kruskal and W. Allen Wallis. |
43 ## | 43 ## |
44 ## The p-value (1 minus the CDF of this distribution at @var{k}) is | 44 ## The p-value (1 minus the CDF of this distribution at @var{k}) is |