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A quantile approach to the box-cox transformation in random samples

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1991-03
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Abstract
This paper presents an alternative approach to the likelihood methods for estimating the parameter A in the Box-Cox family of transformations when the data arise from a random sample. The method is based on a representation of the quantile function of the variable under consideration. Theoretical properties of the method, its practical applications and comparison with the likelihood approach are studied.
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Asymptotic relative efficiency (ARE), Box-Cox transformation, Influential observations, Quantile function, Kernel density estimation
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