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Original Articles

An alternative procedure for determining analysis of variance sample size

An alternative procedure

Pages 957-967 | Published online: 27 Jun 2007

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Read on this site (5)

Gwowen Shieh & Show-Li Jan. (2013) Determining Sample Size With a Given Range of Mean Effects in One-Way Heteroscedastic Analysis of Variance. The Journal of Experimental Education 81:3, pages 281-294.
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Wei-Ming Luh & Jiin-Huarng Guo. (2010) Developing the Noncentrality Parameter for Calculating Group Sample Sizes in Heterogeneous Analysis of Variance. The Journal of Experimental Education 79:1, pages 53-63.
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Neil C. Schwertman & Nancy J. Carter. (1995) A more practical scheffe-type multiple comparison procedure for commonly encountered numbers of comparisons. Journal of Statistical Computation and Simulation 53:3-4, pages 181-196.
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Neil C. Schwertman & Kathryn L. Schenk. (1991) Determining analysis of variance sample size for detecting specified trends or interactions. Communications in Statistics - Theory and Methods 20:2, pages 527-538.
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Articles from other publishers (4)

Thomas P. Ryan. 2013. Sample Size Determination and Power. Sample Size Determination and Power 183 241 .
Jiin-Huarng Guo & Wei-Ming Luh. (2008) Approximate Sample Size Formulas for Testing Group Mean Differences When Variances Are Unequal in One-Way ANOVA. Educational and Psychological Measurement 68:6, pages 959-971.
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Jeffrey A. Nisen & Neil C. Schwertman. (2008) A simple method of computing the sample size for Chi-square test for the equality of multinomial distributions. Computational Statistics & Data Analysis 52:11, pages 4903-4908.
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. 1990. Sample Size Methodology. Sample Size Methodology 125 131 .

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