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Generalized modulus power transformations
Authors:Varghese T. George  Robert C. Elston
Affiliation:Department of Biometry and Genetics , Louisiana State University Medical Center , New Orleans , Louisiana , 70112
Abstract:Several power transformations proposed in the past are examined to find out the type of distributions that they can normalize, and a general family of transformations "the Generalized Modulus Power Transformation- (GEMPT), is proposed, The GEMPT will remove skewness and kurtosis and induce normality from a broad class of distributions, which we investigate, implying certain limitations for all power transformations. The use of GEMPT is illustrated and shown to iead to a better approximation to a normal distribution in an example in which the response is expected to follow a rectangular hyperbola.
Keywords:normality  bimodality  skewness  kurtosis  kinky distributions  Michaelis-Menten equation
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