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- W2020983602 abstract "Abstract The power of normal-theory tests about means depends on a noncentrality parameter which is a function of the unknown parameter σ. In order to calculate power and to solve sample-size problems based on power, differences between hypothesized and alternative values of the means are frequently selected as a multiple of σ, a choice which eliminates σ from the noncentrality parameter and permits a solution. Perhaps a more natural (but equivalent) way to express alternatives is to give one or more means as the quantile of order p (say Qp ) of a distribution with another mean. As we will demonstrate, this kind of alternative also eliminates σ from the problem." @default.
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- W2020983602 title "Power and Sample Size Determination When the Alternative Hypotheses are Given in Quantiles" @default.
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