Pages that link to "Item:Q4541725"
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The following pages link to The likelihood ratio test foe the homogeneity of the variances in a covariance matrix with block compound symmetry (Q4541725):
Displaying 10 items.
- Hypothesis testing for independence under blocked compound symmetric covariance structure (Q722082) (← links)
- A likelihood ratio test and its modifications for the homogeneity of the covariance matrices of dependent multivariate normals (Q1125546) (← links)
- Testing of multivariate repeated measures data with block exchangeable covariance structure (Q1616699) (← links)
- Ratio F test for testing simultaneous hypotheses in models with blocked compound symmetric covariance structure (Q2062370) (← links)
- Testing the equality of mean vectors for paired doubly multivariate observations in blocked compound symmetric covariance matrix setup (Q2348442) (← links)
- Testing homogeneity of many within-subject variances using small samples (Q3837374) (← links)
- Robustness Properties of the Pitman–Morgan Test (Q4414364) (← links)
- An Alternative Method for Estimating the Variance Components in a Replicated Crossover Study (Q4678799) (← links)
- Application of Jordan algebra for testing hypotheses about structure of mean vector in model with block compound symmetric covariance structure (Q4686276) (← links)
- Asymptotic normality and moderate deviation principle for high-dimensional likelihood ratio statistic on block compound symmetry covariance structure (Q5213360) (← links)
