Kruskal-Wallis test with details on pairwise comparisons

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日久生厌
日久生厌 2020-12-12 23:11

The standard stats::kruskal.test module allows to calculate the kruskal-wallis test on a dataset:

>>> data(diamonds)
>>> kruskal.test(price         


        
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  •  予麋鹿
    予麋鹿 (楼主)
    2020-12-12 23:34

    One other approach besides kruskal::agricolae mentioned by Marek, is the Nemenyi-Damico-Wolfe-Dunn test implemented in the help page for oneway_test in the coin package that uses multcomp. Using hadley's setup and reducing the B= value for the approximate() function so it finishes in finite time:

    #updated translation of help page implementation of NDWD
    NDWD <- 
        independence_test(dv ~ iv, data = sum_codings1, distribution = approximate(B = 10000), 
                              ytrafo = function(data) trafo(data, numeric_trafo = rank_trafo), 
                              xtrafo = mcp_trafo(iv = "Tukey"))
    
    
        ### global p-value
        print(pvalue(NDWD))
    
        ### sites (I = II) != (III = IV) at alpha = 0.01 (page 244)
        print(pvalue(NDWD, method = "single-step"))
    

    More stable results on that larger dataset may require increasing the B value and increasing the user's patience.

    Jan: 2012: There was recently a posting on R-help claiming unexpected results from this method so I forwarded that email to the maintainer. Mark Difford said he had confirmed the problems and offered an alternate tests with the nparcomp package: https://stat.ethz.ch/pipermail/r-help/2012-January/300100.html

    There were also in the same week a couple of other suggestions on rhelp for post-hoc contrasts to KW tests: kruskalmc suggested by Mario Garrido Escudero and rms::polr followed by rms::contrasts suggested by Frank Harrell https://stat.ethz.ch/pipermail/r-help/2012-January/300329.html

    Nov 2015: Agree with toto_tico that help page code of coin package has been changed in the intervening years. The ?independence_test help page now offers a multivariate-KW test and the ?oneway_test help page has replace its earlier implementation with the code above usng the independence_test function.

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