Date of Award:
5-1988
Document Type:
Thesis
Degree Name:
Master of Science (MS)
Department:
Mathematics and Statistics
Department name when degree awarded
Applied Statistics
Committee Chair(s)
David L. Turner
Committee
David L. Turner
Committee
Donald V. Sisson
Committee
Robert Campbell
Abstract
This paper discusses results of a computer simulation to investigate several different tests when sampling several distributions. The hypothesis H0: μ=0 was tested against H0: μ≠0, using the usual t-test, trimmed t-test, the Jackkinfe, the Boostrap and signed-rank test. The p-values and empirical power show that the Bootstrap is as good as the t-test. The Jackknife procedure is too liberal, always obtaining small p-values. The signed-rank is a fairly good test if the data follows the Cauchy Distribution.
Checksum
cd47897862f039bb5b3356b252b7b7a0
Recommended Citation
Wong, Yu-Yu, "Comparison of Bootstrap with Other Tests for Several Distributions" (1988). All Graduate Theses and Dissertations. 6995.
https://digitalcommons.usu.edu/etd/6995
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