How to compute p-value for Goodman and Kruskal tau and/or lambda tests?











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Is there a way to compute p-value for Goodman and Kruskal's lambda and/or tau tests using R? I know SPSS can do it, but I don't have SPSS.



edit: Goodman & Kruskall tau is completely different from Kruskall-Wallis test.






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    There is apparently a GoodmanKruskal package: cran.r-project.org/web/packages/GoodmanKruskal/vignettes/… . Disclaimer: I have not used it and just located it now via Google.
    – Marius
    Nov 19 at 0:35










  • There are some possible answers on the right. .. can you please check them? Also you have not really given enough detail here for people to answer. Please explain what your data are like and also what you have tried.
    – Elin
    Nov 19 at 0:36










  • Possible duplicate of Kruskal-Wallis test with details on pairwise comparisons
    – Elin
    Nov 19 at 0:38






  • 1




    I don't think a "Kruskal-Wallis test" is the same thing being asked about here, so I don't think that's a duplicate. But other comments about the question not having enough detail still apply.
    – Marius
    Nov 19 at 1:00










  • Cross-posting is generally not liked very much on the Stack Exchange. You received some advice in form of a comment on your CV cross-post. If that didn't help, please show some code and sample data to illustrate where you got stuck.
    – Maurits Evers
    Nov 19 at 4:20















up vote
1
down vote

favorite












Is there a way to compute p-value for Goodman and Kruskal's lambda and/or tau tests using R? I know SPSS can do it, but I don't have SPSS.



edit: Goodman & Kruskall tau is completely different from Kruskall-Wallis test.






r







share|improve this question




















  • 1




    There is apparently a GoodmanKruskal package: cran.r-project.org/web/packages/GoodmanKruskal/vignettes/… . Disclaimer: I have not used it and just located it now via Google.
    – Marius
    Nov 19 at 0:35










  • There are some possible answers on the right. .. can you please check them? Also you have not really given enough detail here for people to answer. Please explain what your data are like and also what you have tried.
    – Elin
    Nov 19 at 0:36










  • Possible duplicate of Kruskal-Wallis test with details on pairwise comparisons
    – Elin
    Nov 19 at 0:38






  • 1




    I don't think a "Kruskal-Wallis test" is the same thing being asked about here, so I don't think that's a duplicate. But other comments about the question not having enough detail still apply.
    – Marius
    Nov 19 at 1:00










  • Cross-posting is generally not liked very much on the Stack Exchange. You received some advice in form of a comment on your CV cross-post. If that didn't help, please show some code and sample data to illustrate where you got stuck.
    – Maurits Evers
    Nov 19 at 4:20













up vote
1
down vote

favorite









up vote
1
down vote

favorite











Is there a way to compute p-value for Goodman and Kruskal's lambda and/or tau tests using R? I know SPSS can do it, but I don't have SPSS.



edit: Goodman & Kruskall tau is completely different from Kruskall-Wallis test.






r







share|improve this question















Is there a way to compute p-value for Goodman and Kruskal's lambda and/or tau tests using R? I know SPSS can do it, but I don't have SPSS.



edit: Goodman & Kruskall tau is completely different from Kruskall-Wallis test.






r




r






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited Nov 19 at 15:46

























asked Nov 19 at 0:31









LuigiRM

62




62








  • 1




    There is apparently a GoodmanKruskal package: cran.r-project.org/web/packages/GoodmanKruskal/vignettes/… . Disclaimer: I have not used it and just located it now via Google.
    – Marius
    Nov 19 at 0:35










  • There are some possible answers on the right. .. can you please check them? Also you have not really given enough detail here for people to answer. Please explain what your data are like and also what you have tried.
    – Elin
    Nov 19 at 0:36










  • Possible duplicate of Kruskal-Wallis test with details on pairwise comparisons
    – Elin
    Nov 19 at 0:38






  • 1




    I don't think a "Kruskal-Wallis test" is the same thing being asked about here, so I don't think that's a duplicate. But other comments about the question not having enough detail still apply.
    – Marius
    Nov 19 at 1:00










  • Cross-posting is generally not liked very much on the Stack Exchange. You received some advice in form of a comment on your CV cross-post. If that didn't help, please show some code and sample data to illustrate where you got stuck.
    – Maurits Evers
    Nov 19 at 4:20














  • 1




    There is apparently a GoodmanKruskal package: cran.r-project.org/web/packages/GoodmanKruskal/vignettes/… . Disclaimer: I have not used it and just located it now via Google.
    – Marius
    Nov 19 at 0:35










  • There are some possible answers on the right. .. can you please check them? Also you have not really given enough detail here for people to answer. Please explain what your data are like and also what you have tried.
    – Elin
    Nov 19 at 0:36










  • Possible duplicate of Kruskal-Wallis test with details on pairwise comparisons
    – Elin
    Nov 19 at 0:38






  • 1




    I don't think a "Kruskal-Wallis test" is the same thing being asked about here, so I don't think that's a duplicate. But other comments about the question not having enough detail still apply.
    – Marius
    Nov 19 at 1:00










  • Cross-posting is generally not liked very much on the Stack Exchange. You received some advice in form of a comment on your CV cross-post. If that didn't help, please show some code and sample data to illustrate where you got stuck.
    – Maurits Evers
    Nov 19 at 4:20








1




1




There is apparently a GoodmanKruskal package: cran.r-project.org/web/packages/GoodmanKruskal/vignettes/… . Disclaimer: I have not used it and just located it now via Google.
– Marius
Nov 19 at 0:35




There is apparently a GoodmanKruskal package: cran.r-project.org/web/packages/GoodmanKruskal/vignettes/… . Disclaimer: I have not used it and just located it now via Google.
– Marius
Nov 19 at 0:35












There are some possible answers on the right. .. can you please check them? Also you have not really given enough detail here for people to answer. Please explain what your data are like and also what you have tried.
– Elin
Nov 19 at 0:36




There are some possible answers on the right. .. can you please check them? Also you have not really given enough detail here for people to answer. Please explain what your data are like and also what you have tried.
– Elin
Nov 19 at 0:36












Possible duplicate of Kruskal-Wallis test with details on pairwise comparisons
– Elin
Nov 19 at 0:38




Possible duplicate of Kruskal-Wallis test with details on pairwise comparisons
– Elin
Nov 19 at 0:38




1




1




I don't think a "Kruskal-Wallis test" is the same thing being asked about here, so I don't think that's a duplicate. But other comments about the question not having enough detail still apply.
– Marius
Nov 19 at 1:00




I don't think a "Kruskal-Wallis test" is the same thing being asked about here, so I don't think that's a duplicate. But other comments about the question not having enough detail still apply.
– Marius
Nov 19 at 1:00












Cross-posting is generally not liked very much on the Stack Exchange. You received some advice in form of a comment on your CV cross-post. If that didn't help, please show some code and sample data to illustrate where you got stuck.
– Maurits Evers
Nov 19 at 4:20




Cross-posting is generally not liked very much on the Stack Exchange. You received some advice in form of a comment on your CV cross-post. If that didn't help, please show some code and sample data to illustrate where you got stuck.
– Maurits Evers
Nov 19 at 4:20

















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