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- Behrens–Fisher_distribution abstract "In statistics, the Behrens–Fisher distribution, named after Ronald Fisher and W. V. Behrens, is a parameterized family of probability distributions arising from the solution of the Behrens–Fisher problem proposed first by Behrens and several years later by Fisher. The Behrens–Fisher problem is that of statistical inference concerning the difference between the means of two normally distributed populations when the ratio of their variances is not known (and in particular, it is not known that their variances are equal).".
- Behrens–Fisher_distribution thumbnail Biologist_and_statistician_Ronald_Fisher.jpg?width=300.
- Behrens–Fisher_distribution wikiPageID "36759862".
- Behrens–Fisher_distribution wikiPageLength "6627".
- Behrens–Fisher_distribution wikiPageOutDegree "31".
- Behrens–Fisher_distribution wikiPageRevisionID "687050332".
- Behrens–Fisher_distribution wikiPageWikiLink Ancillary_statistic.
- Behrens–Fisher_distribution wikiPageWikiLink Arithmetic_mean.
- Behrens–Fisher_distribution wikiPageWikiLink Behrens–Fisher_problem.
- Behrens–Fisher_distribution wikiPageWikiLink Bessels_correction.
- Behrens–Fisher_distribution wikiPageWikiLink Category:Continuous_distributions.
- Behrens–Fisher_distribution wikiPageWikiLink Category:Probability_distributions.
- Behrens–Fisher_distribution wikiPageWikiLink Conditional_probability_distribution.
- Behrens–Fisher_distribution wikiPageWikiLink Confidence_interval.
- Behrens–Fisher_distribution wikiPageWikiLink Degrees_of_freedom_(statistics).
- Behrens–Fisher_distribution wikiPageWikiLink Fiducial_inference.
- Behrens–Fisher_distribution wikiPageWikiLink Independence_(probability_theory).
- Behrens–Fisher_distribution wikiPageWikiLink Independent_and_identically_distributed_random_variables.
- Behrens–Fisher_distribution wikiPageWikiLink Normal_distribution.
- Behrens–Fisher_distribution wikiPageWikiLink Parameter.
- Behrens–Fisher_distribution wikiPageWikiLink Pivotal_quantity.
- Behrens–Fisher_distribution wikiPageWikiLink Pooled_variance.
- Behrens–Fisher_distribution wikiPageWikiLink Probability_distribution.
- Behrens–Fisher_distribution wikiPageWikiLink Random_variable.
- Behrens–Fisher_distribution wikiPageWikiLink Ratio.
- Behrens–Fisher_distribution wikiPageWikiLink Ronald_Fisher.
- Behrens–Fisher_distribution wikiPageWikiLink Sampling_bias.
- Behrens–Fisher_distribution wikiPageWikiLink Statistical_inference.
- Behrens–Fisher_distribution wikiPageWikiLink Statistical_population.
- Behrens–Fisher_distribution wikiPageWikiLink Statistics.
- Behrens–Fisher_distribution wikiPageWikiLink Students_t-distribution.
- Behrens–Fisher_distribution wikiPageWikiLink Variance.
- Behrens–Fisher_distribution wikiPageWikiLink W._V._Behrens.
- Behrens–Fisher_distribution wikiPageWikiLink File:Biologist_and_statistician_Ronald_Fisher.jpg.
- Behrens–Fisher_distribution wikiPageWikiLinkText "Behrens–Fisher distribution".
- Behrens–Fisher_distribution wikiPageUsesTemplate Template:Citation_needed.
- Behrens–Fisher_distribution wikiPageUsesTemplate Template:ProbDistributions.
- Behrens–Fisher_distribution wikiPageUsesTemplate Template:Unreferenced.
- Behrens–Fisher_distribution subject Category:Continuous_distributions.
- Behrens–Fisher_distribution subject Category:Probability_distributions.
- Behrens–Fisher_distribution hypernym Family.
- Behrens–Fisher_distribution type Redirect.
- Behrens–Fisher_distribution comment "In statistics, the Behrens–Fisher distribution, named after Ronald Fisher and W. V. Behrens, is a parameterized family of probability distributions arising from the solution of the Behrens–Fisher problem proposed first by Behrens and several years later by Fisher.".
- Behrens–Fisher_distribution label "Behrens–Fisher distribution".
- Behrens–Fisher_distribution sameAs Q4880990.
- Behrens–Fisher_distribution sameAs m.0lkz6qp.
- Behrens–Fisher_distribution sameAs Q4880990.
- Behrens–Fisher_distribution wasDerivedFrom Behrens–Fisher_distribution?oldid=687050332.
- Behrens–Fisher_distribution depiction Biologist_and_statistician_Ronald_Fisher.jpg.
- Behrens–Fisher_distribution isPrimaryTopicOf Behrens–Fisher_distribution.