The number of free dimensions remaining after specified constraints often determines a reference sampling distribution. In a full-rank normal linear model with n observations and p mean coefficients, the residual space has dimension n−p. A regular nested likelihood-ratio test instead uses the difference in free statistical parameter dimensions. Boundary constraints may invalidate this regular calibration.
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- Analysis of variance for a Latin square
- Binomial goodness-of-fit with an estimated parameter
- Consistency identities for a two-sided t-test
- Joint conditional independence test for stratified contingency tables
- Mean square in ANOVA
- Noncentral t-distribution
- Normal scale mixture representation of Student t
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- Regression factor
- Small normal sample mean confidence interval
- Student's t-distribution
- Variance of a fitted regression mean
- Welch degrees of freedom upper bound
- Welch's t-test
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