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"guo jiin huarng"

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Showing items 1-23 of 23  (1 Page(s) Totally)
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Institution Date Title Author
國立成功大學 2016-03 Sample Size Planning for the Noninferiority or Equivalence of a Linear Contrast With Cost Considerations Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2016-01-02 Allocating Sample Sizes to Reduce Budget for Fixed-Effect 2x2 Heterogeneous Analysis of Variance Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2013-12-01 Efficient sample size allocation with cost constraints for heterogeneous-variance group comparison Guo, Jiin-Huarng; Luh, Wei-Ming
國立成功大學 2011-11 Sample size planning with the cost constraint for testing superiority and equivalence of two independent groups Guo, Jiin-Huarng; Chen, Hubert J.; Luh, Wei-Ming
國立成功大學 2011-11 Sample size planning with the cost constraint for testing superiority and equivalence of two independent groups. Guo, Jiin-Huarng;Chen, Hubert J.;Luh, Wei-Ming
國立成功大學 2011-05 New heterogeneous test statistics for the unbalanced fixed-effect nested design Guo, Jiin-Huarng; Billard, L.; Luh, Wei-Ming
國立成功大學 2011 Developing the Noncentrality Parameter for Calculating Group Sample Sizes in Heterogeneous Analysis of Variance Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2010 The Sample Size Needed for the Trimmed t Test When One Group Size is Fixed Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2009-05 Optimum sample size allocation to minimize cost or maximize power for the two-sample trimmed mean test Guo, Jiin-Huarng; Luh, Wei-Ming
國立成功大學 2009-05 On sample size calculation for 2 x 2 fixed-effect ANOVA when variances are unknown and possibly unequal Guo, Jiin-Huarng; Luh, Wei-Ming
國立成功大學 2009 Sample Size Determination for One- and Two-Sample Trimmed Mean Tests Luh, Wei-Ming; Olejnik, Stephen; Guo, Jiin-Huarng
國立成功大學 2008-12 Approximate Sample Size Formulas for Testing Group Mean Differences When Variances Are Unequal in One-Way ANOVA Guo, Jiin-Huarng; Luh, Wei-Ming
國立成功大學 2007-05 Approximate sample size formulas for the two-sample trimmed mean test with unequal variances Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2005 Heteroscedastic test statistics for one-way analysis of variance: The trimmed means and Hall's transformation conjunction Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2004-07 Improved robust test statistic based on trimmed means and Hall's transformation for two-way ANOVA models under non-normality Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2002 Using Johnson's transformation with approximate test statistics for the simple regression slope homogeneity Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2001-11 Transformation works for non-normality? On one-sample transformation trimmed t methods Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2001-05 Using Johnson's transformation and robust estimators with heteroscedastic test statistics: An examination of the effects of non-normality and heterogeneity in the non-orthogonal two-way ANOVA design Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2000-11 Johnson's transformation two-sample trimmed t and its bootstrap method for heterogeneity and non-normality Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2000-09 Approximate transformation trimmed mean methods to the test of simple linear regression slope equality Luh, Wei-Ming; Guo, Jiin-Huarng
國立成功大學 2000-08-01 An invertible transformation two-sample trimmed t-statistic under heterogeneity and nonnormality Guo, Jiin-Huarng; Luh, Wei-Ming
國立成功大學 2000-08 Testing methods for the one-way fixed effects ANOVA models of log-normal samples Guo, Jiin-Huarng; Luh, Wei-Ming
國立成功大學 2000-02 Normalized Johnson's transformation one-sample trimmed t for non-normality Guo, Jiin-Huarng; Luh, Wei-Ming

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