ONE-SIDED NONPARAMETRIC COMPARISON OF TREATMENTS WITH A STANDARD FOR UNEQUAL SAMPLE SIZES

被引：1
作者：
CHAKRABORTI, S
GIBBONS, JD
机构：
来源：
JOURNAL OF EXPERIMENTAL EDUCATION | 1992年 / 60卷 / 03期
关键词：
D O I：
10.1080/00220973.1992.9943878
中图分类号：
G40 [教育学];
学科分类号：
040101 ; 120403 ;
摘要：
For the one-way ANOVA with equal sample sizes, Chakraborti and Gibbons (1991) developed some nonparametric tests and multiple comparison procedures to test the null hypothesis H0: xi-1 = xi-2 = ... = xi(k) = xi-0, where xi(i) is the median of the ith treatment and xi-0 is specified, against one-sided alternatives. In this article, the methodology is developed to extend this work to the more general case of a one-way ANOVA with unequal sample sizes.
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页码：235 / 242
页数：8
相关论文
共 7 条
[1]   ONE-SIDED NONPARAMETRIC COMPARISON OF TREATMENTS WITH A STANDARD IN THE ONE-WAY LAYOUT [J].
CHAKRABORTI, S ;
GIBBONS, JD .
JOURNAL OF QUALITY TECHNOLOGY, 1991, 23 (02) :102-106
[2]  
Hochberg Y., 1987, MULTIPLE COMP PROCED
[3]   COMPARING-K INDEPENDENT SAMPLE MEANS WITH A KNOWN STANDARD [J].
MEE, RW ;
SHAH, AK ;
LEFANTE, JJ .
JOURNAL OF QUALITY TECHNOLOGY, 1987, 19 (02) :75-81
[4]   IS ANOVA F-TEST ROBUST TO VARIANCE HETEROGENEITY WHEN SAMPLE SIZES ARE EQUAL - INVESTIGATION VIA A COEFFICIENT OF VARIATION [J].
ROGAN, JC ;
KESELMAN, HJ .
AMERICAN EDUCATIONAL RESEARCH JOURNAL, 1977, 14 (04) :493-498
[5]   ON A HEURISTIC METHOD OF TEST CONSTRUCTION AND ITS USE IN MULTIVARIATE ANALYSIS [J].
ROY, SN .
ANNALS OF MATHEMATICAL STATISTICS, 1953, 24 (02) :220-238
[6]   COMPARISON OF ANOVA ALTERNATIVES UNDER VARIANCE HETEROGENEITY AND SPECIFIC NONCENTRALITY STRUCTURES [J].
TOMARKEN, AJ ;
SERLIN, RC .
PSYCHOLOGICAL BULLETIN, 1986, 99 (01) :90-99
[7]   NEW MONTE-CARLO RESULTS ON THE ROBUSTNESS OF THE ANOVA F-STAR, W-STAR AND F-STAR STATISTICS [J].
WILCOX, RR ;
CHARLIN, VL ;
THOMPSON, KL .
COMMUNICATIONS IN STATISTICS-SIMULATION AND COMPUTATION, 1986, 15 (04) :933-943
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