Confidence intervals on the ratio of expected mean squares \((\theta _ 1+\theta _ 2+\theta _ 3)/\theta _ 4\) (Q1117627)
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scientific article; zbMATH DE number 4092565
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Confidence intervals on the ratio of expected mean squares \((\theta _ 1+\theta _ 2+\theta _ 3)/\theta _ 4\) |
scientific article; zbMATH DE number 4092565 |
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Confidence intervals on the ratio of expected mean squares \((\theta _ 1+\theta _ 2+\theta _ 3)/\theta _ 4\) (English)
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1989
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This paper considers two methods for constructing confidence intervals on the ratio of expected mean squares \((\theta_ 1+\theta_ 2+\theta_ 3)/\theta_ 4\) in a random model. Numerical integration shows that a modified large sample approximation provides an interval with a confidence coefficient close to the stated level.
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variance component
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constructing confidence intervals
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ratio of expected mean squares
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random model
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Numerical integration
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large sample approximation
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