Statistics.WilcoxonSign Method

Overload List

#SignatureDescription
1Double WilcoxonSign(TVec Data1, TVec Data2, ref THypothesisResult hRes, ref Double Signif, ref Double[] ConfInt, THypothesisType hType, Double Alpha)Performs two-sample Wilcoxon Signed-Rank test by comparing Data1 and Data2 medians.
2Double WilcoxonSign(TVec Data, Double Median, ref THypothesisResult hRes, ref Double Signif, ref Double[] ConfInt, THypothesisType hType, Double Alpha)One or two-sample Wilcoxon signed rank test.

Overload 1: Double WilcoxonSign(TVec Data1, TVec Data2, ref THypothesisResult hRes, ref Double Signif, ref Double[] ConfInt, THypothesisType hType, Double Alpha)

Performs two-sample Wilcoxon Signed-Rank test by comparing Data1 and Data2 medians.

#NameDescription
1Data1First set of data from which to compute the median.
2Data2Second set of data from which to compute the median.
3hResReturns the result of the null hypothesis (default assumption is that the means are equal).
4hTypeDefines the type of the null hypothesis (left, right and two - tailed).
5Signif(Significance level) returns the probability of observing the given result by chance given that the null hypothesis is true.
6ConfIntReturns the 100*(1-Alpha) percent confidence interval for the mean.
7AlphaDefines the desired significance level. If the significance probability (Signif) is bellow the desired significance (Alpha), the null hypothesis is rejected.

Returns: Double - The Wilcoxon W statistics.

Remarks:

The routine tests the null hypothesis that Data1 and Data2 have equal median value.

See Also: Statistics.SignTest

Overload 2: Double WilcoxonSign(TVec Data, Double Median, ref THypothesisResult hRes, ref Double Signif, ref Double[] ConfInt, THypothesisType hType, Double Alpha)

One or two-sample Wilcoxon signed rank test.

#NameTypeDescription
1DataTVecsource TVec
2MedianDoublescalar
3hResTHypothesisResult (ref)
4SignifDouble (ref)output
5ConfIntDouble[] (ref)
6hTypeTHypothesisType
7AlphaDoublescalar

Returns: Double

Remarks:

Performs one-sample Wilcoxon Signed-Rank test by comparing Data median value with given Median. The null hypothesis is that Data median is equal to Median.