Gözde NAVRUZ 1, * , A. Fırat Özdemir1
The frequently used way of comparing two independent groups is to compare in terms of some measure of location such as mean. For non-normal and heteroscedastic cases, trimmed mean, median or some other robust measures of location can be used instead. However, determination of the differences in the...
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Anadolu University
2016-10-01
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Series: | Anadolu University Journal of Science and Technology. A : Applied Sciences and Engineering |
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Online Access: | http://dergipark.gov.tr/aubtda/issue/24858/262662?publisher=anadolu |
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doaj-cd63a419fdcd455882e16f713b5f6c172020-11-24T23:34:42ZengAnadolu UniversityAnadolu University Journal of Science and Technology. A : Applied Sciences and Engineering1302-31602146-02052016-10-0117350651110.18038/btda.2057126Gözde NAVRUZ 1, * , A. Fırat Özdemir1Gözde NavruzAbdullah Fırat ÖzdemirThe frequently used way of comparing two independent groups is to compare in terms of some measure of location such as mean. For non-normal and heteroscedastic cases, trimmed mean, median or some other robust measures of location can be used instead. However, determination of the differences in the tails of the groups might be of interest. For this reason, comparing the lower and upper quantiles becomes an important issue. In this study, Harrell-Davis estimator and the default quantile estimator of R are compared in terms of actual Type I error rates. When quantiles close to zero or one are compared with small sample sizes Gumbel's estimator, and when quantiles close to median are compared with large sample sizes Harrell Davis estimator saved actual Type I error rate better.http://dergipark.gov.tr/aubtda/issue/24858/262662?publisher=anadoluTwo independent groups Gumbel estimator Harrell Davis estimator Percentile bootstrap |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Gözde Navruz Abdullah Fırat Özdemir |
spellingShingle |
Gözde Navruz Abdullah Fırat Özdemir Gözde NAVRUZ 1, * , A. Fırat Özdemir1 Anadolu University Journal of Science and Technology. A : Applied Sciences and Engineering Two independent groups Gumbel estimator Harrell Davis estimator Percentile bootstrap |
author_facet |
Gözde Navruz Abdullah Fırat Özdemir |
author_sort |
Gözde Navruz |
title |
Gözde NAVRUZ 1, * , A. Fırat Özdemir1 |
title_short |
Gözde NAVRUZ 1, * , A. Fırat Özdemir1 |
title_full |
Gözde NAVRUZ 1, * , A. Fırat Özdemir1 |
title_fullStr |
Gözde NAVRUZ 1, * , A. Fırat Özdemir1 |
title_full_unstemmed |
Gözde NAVRUZ 1, * , A. Fırat Özdemir1 |
title_sort |
gözde navruz 1, * , a. fırat özdemir1 |
publisher |
Anadolu University |
series |
Anadolu University Journal of Science and Technology. A : Applied Sciences and Engineering |
issn |
1302-3160 2146-0205 |
publishDate |
2016-10-01 |
description |
The frequently used way of comparing two independent groups is to compare in terms of some measure of location such as mean. For non-normal and heteroscedastic cases, trimmed mean, median or some other robust measures of location can be used instead. However, determination of the differences in the tails of the groups might be of interest. For this reason, comparing the lower and upper quantiles becomes an important issue. In this study, Harrell-Davis estimator and the default quantile estimator of R are compared in terms of actual Type I error rates. When quantiles close to zero or one are compared with small sample sizes Gumbel's estimator, and when quantiles close to median are compared with large sample sizes Harrell Davis estimator saved actual Type I error rate better. |
topic |
Two independent groups Gumbel estimator Harrell Davis estimator Percentile bootstrap |
url |
http://dergipark.gov.tr/aubtda/issue/24858/262662?publisher=anadolu |
work_keys_str_mv |
AT gozdenavruz gozdenavruz1afıratozdemir1 AT abdullahfıratozdemir gozdenavruz1afıratozdemir1 |
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1725528021157281792 |