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- Van_der_Waerden_test abstract "Named for the Dutch mathematician Bartel Leendert van der Waerden, the Van der Waerden test is a statistical test that k population distribution functions are equal. The Van Der Waerden test converts the ranks from a standard Kruskal-Wallis one-way analysis of variance to quantiles of the standard normal distribution (details given below). These are called normal scores and the test is computed from these normal scores.The k population version of the test is an extension of the test for two populations published by Van der Waerden (1952,1953).".
- Van_der_Waerden_test wikiPageID "15915853".
- Van_der_Waerden_test wikiPageLength "4422".
- Van_der_Waerden_test wikiPageOutDegree "20".
- Van_der_Waerden_test wikiPageRevisionID "674802065".
- Van_der_Waerden_test wikiPageWikiLink Analysis_of_Variance.
- Van_der_Waerden_test wikiPageWikiLink Analysis_of_variance.
- Van_der_Waerden_test wikiPageWikiLink Bartel_Leendert_van_der_Waerden.
- Van_der_Waerden_test wikiPageWikiLink Category:Non-parametric_statistics.
- Van_der_Waerden_test wikiPageWikiLink Category:Statistical_tests.
- Van_der_Waerden_test wikiPageWikiLink Chi-squared_distribution.
- Van_der_Waerden_test wikiPageWikiLink Data_analysis.
- Van_der_Waerden_test wikiPageWikiLink Dependent_and_independent_variables.
- Van_der_Waerden_test wikiPageWikiLink Independent_variables.
- Van_der_Waerden_test wikiPageWikiLink Kruskal-Wallis_one-way_analysis_of_variance.
- Van_der_Waerden_test wikiPageWikiLink Kruskal–Wallis_one-way_analysis_of_variance.
- Van_der_Waerden_test wikiPageWikiLink Multiple_comparisons.
- Van_der_Waerden_test wikiPageWikiLink Multiple_comparisons_problem.
- Van_der_Waerden_test wikiPageWikiLink Non-parametric_test.
- Van_der_Waerden_test wikiPageWikiLink Nonparametric_statistics.
- Van_der_Waerden_test wikiPageWikiLink Normal_distribution.
- Van_der_Waerden_test wikiPageWikiLink Quantile.
- Van_der_Waerden_test wikiPageWikiLink Quantile_function.
- Van_der_Waerden_test wikiPageWikiLink Significance_level.
- Van_der_Waerden_test wikiPageWikiLink Statistical_hypothesis_testing.
- Van_der_Waerden_test wikiPageWikiLink Statistical_test.
- Van_der_Waerden_test wikiPageWikiLink Students_t-distribution.
- Van_der_Waerden_test wikiPageWikiLink Students_t-test.
- Van_der_Waerden_test wikiPageWikiLink Two_sample_t-test.
- Van_der_Waerden_test wikiPageWikiLink Type_I_and_type_II_errors.
- Van_der_Waerden_test wikiPageWikiLinkText "Van der Waerden test".
- Van_der_Waerden_test hasPhotoCollection Van_der_Waerden_test.
- Van_der_Waerden_test wikiPageUsesTemplate Template:Cite_book.
- Van_der_Waerden_test wikiPageUsesTemplate Template:NIST-PD.
- Van_der_Waerden_test subject Category:Non-parametric_statistics.
- Van_der_Waerden_test subject Category:Statistical_tests.
- Van_der_Waerden_test hypernym Test.
- Van_der_Waerden_test type Article.
- Van_der_Waerden_test type Cricketer.
- Van_der_Waerden_test type Article.
- Van_der_Waerden_test type Source.
- Van_der_Waerden_test comment "Named for the Dutch mathematician Bartel Leendert van der Waerden, the Van der Waerden test is a statistical test that k population distribution functions are equal. The Van Der Waerden test converts the ranks from a standard Kruskal-Wallis one-way analysis of variance to quantiles of the standard normal distribution (details given below).".
- Van_der_Waerden_test label "Van der Waerden test".
- Van_der_Waerden_test sameAs m.03qg6kf.
- Van_der_Waerden_test sameAs Q7913891.
- Van_der_Waerden_test sameAs Q7913891.
- Van_der_Waerden_test wasDerivedFrom Van_der_Waerden_test?oldid=674802065.
- Van_der_Waerden_test isPrimaryTopicOf Van_der_Waerden_test.