WOS: 000333078200048In this study, the effect of using trimmed, winsorized, and modified means instead of arithmetic mean on type-I error rate was investigated when the assumptions of the one-way ANOVA were not satisfied. Therefore, random numbers were generated by simulation technique from the populations distributed by Normal (0,1), Beta (5,2) and chi(2) (3) for 3 and 4 groups. The results of 30 000 simulation trials demonstrated that all the means displayed similar type-I error rates when the variances were homogenous regardless of the distribution shape, sample size and the number of groups. When homogeneity of variances assumption was not satisfied, the most reliable result was obtained by using trimmed mean in terms of keeping the typ...
Using previous work on the Behrens-Fisher problem, two approximate degrees of freedom tests, that ca...
The performance of the pseudo-median based procedure is examined in terms of controlling Type I erro...
Estimated Type I error rates and power are reported for a modified Fligner-Killeen test, O'Brie...
Abstract: The major objective of this study was to investigate the effects of non-normality on Type ...
Analysis of Variance (ANOVA) is a well-known method to test the equality of mean for two or more gro...
In calculating mean equality for two or more groups, Analysis of Variance (ANOVA) is a ...
A common practice in motor behavior research is to analyze Variable Error data with a repeated measu...
The t-test used prominently for comparing means between two groups is usually restricted with the as...
The ANOVA-F test is the most popular and commonly used procedure for comparing J independent groups....
We used theoretical and simulation-based approaches to study Type I error rates for one-stage and tw...
422-425In this study, suitable number of permutations were tried to be determined empirically for pe...
We used theoretical and simulation-based approaches to study Type I error rates for one-stage and tw...
When independent random samples are selected from normal (multivariate normal) populations with equa...
The ANOVA-F test is the most popular and commonly used procedure for comparing J independent groups....
Researchers are commonly interested in comparing the means of independent groups when distributions ...
Using previous work on the Behrens-Fisher problem, two approximate degrees of freedom tests, that ca...
The performance of the pseudo-median based procedure is examined in terms of controlling Type I erro...
Estimated Type I error rates and power are reported for a modified Fligner-Killeen test, O'Brie...
Abstract: The major objective of this study was to investigate the effects of non-normality on Type ...
Analysis of Variance (ANOVA) is a well-known method to test the equality of mean for two or more gro...
In calculating mean equality for two or more groups, Analysis of Variance (ANOVA) is a ...
A common practice in motor behavior research is to analyze Variable Error data with a repeated measu...
The t-test used prominently for comparing means between two groups is usually restricted with the as...
The ANOVA-F test is the most popular and commonly used procedure for comparing J independent groups....
We used theoretical and simulation-based approaches to study Type I error rates for one-stage and tw...
422-425In this study, suitable number of permutations were tried to be determined empirically for pe...
We used theoretical and simulation-based approaches to study Type I error rates for one-stage and tw...
When independent random samples are selected from normal (multivariate normal) populations with equa...
The ANOVA-F test is the most popular and commonly used procedure for comparing J independent groups....
Researchers are commonly interested in comparing the means of independent groups when distributions ...
Using previous work on the Behrens-Fisher problem, two approximate degrees of freedom tests, that ca...
The performance of the pseudo-median based procedure is examined in terms of controlling Type I erro...
Estimated Type I error rates and power are reported for a modified Fligner-Killeen test, O'Brie...