Generalization of Fisher's z-transformation |
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| Authors: | Takao Shohoji Yuji Yamashita Tomoyuki Tarumi |
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| Affiliation: | Hiroshima University, Minami High School and Okayama University, Japan |
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| Abstract: | ![]()
We deal with the asymptotic expansions of the means and the variances of the correlation coefficients in truncated bivariate normal populations. The Fisher's z-transformation is generalized for stabilizing variance in a truncated normal population. The Hermite moments are introduced, and the relationship among cross moments, central cross moments, and Hermite moments are discussed. |
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| Keywords: | Correlation Coefficient Variance Stabilization Truncated Bivariate Normal Population Hermite Moments Truncation |
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