Continuous distributions

Studentized range distribution

In probability and statistics, studentized range distribution is the continuous probability distribution of the studentized range of an i.i.d. sample from a normally distributed population. Suppose that we take a sample of size n from each of k populations with the same normal distribution N(μ, σ2) and suppose that is the smallest of these sample means and is the largest of these sample means, and suppose s² is the pooled sample variance from these samples. Then the following statistic has a Studentized range distribution. (Wikipedia).

Studentized range distribution
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Support (mathematics) | Statistics | Analysis of variance | Tukey's range test | Sample mean | Probability density function | Chi-squared distribution | Cumulative distribution function | Probability | Null hypothesis | Central limit theorem | Duncan's new multiple range test | Probability distribution | Chi distribution | Normal distribution | Sample standard deviation | Studentized range | Degrees of freedom (statistics) | Data mining