Title of article
Johnsons transformation two-sample trimmed t and its bootstrap method for heterogeneity and non-normality
Author/Authors
Guo، Jiin-Huarng نويسنده , , Luh، Wei-Ming نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2000
Pages
-964
From page
965
To page
0
Abstract
The present study investigates the performance of Johnsonʹs transformation trimmed t statistic, Welchʹs t test, Yuenʹs trimmed t, Johnsonʹs transformation untrimmed t test, and the corresponding bootstrap methods for the two-sample case with small/unequal sample sizes when the distribution is non-normal and variances are heterogeneous. The Monte Carlo simulation is conducted in two-sided as well as one-sided tests. When the variance is proportional to the sample size, Yuenʹs trimmed t is as good as Johnsonʹs transformation trimmed t. However, when the variance is disproportional to the sample size, the bootstrap Yuenʹs trimmed t and the bootstrap Johnsonʹs transformation trimmed t are recommended in one-sided tests. For two-sided tests, Johnsonʹs transformation trimmed t is not only valid but also powerful in comparison to the bootstrap methods.
Keywords
Bifurcation , Hodgkin-Huxley equation , Excitable media , Current-voltage relationship
Journal title
JOURNAL OF APPLIED STATISTICS
Serial Year
2000
Journal title
JOURNAL OF APPLIED STATISTICS
Record number
40627
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