THE TREATMENT OF TIES IN RANKING PROBLEMS

THE TREATMENT OF TIES IN RANKING PROBLEMS
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DOI:
10.2307/2332303
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发表时间:
1945-01-01
期刊:
影响因子:
2.7
通讯作者:
KENDALL, MG
KENDALL, MG
中科院分区:
数学2区
文献类型:
--
作者:
KENDALL, MG

文献摘要

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在文章开头,作者将“学生”(Student)推导出的秩相关系数与伍德伯里(Woodbury)推导出的秩相关系数进行了比较,并说明了在什么条件下一个比另一个更好。他讨论了对一个排序的估计,并展示了在某些条件下如何使用z检验对n个排序进行显著性检验。整篇文章都涉及处理有相同秩(ties)情况时的秩相关方法和公式。对ρ和τ进行了比较。
In the beginning of the article the author compares the rank correlation coefficient derived by "Student" with that derived by Woodbury and states under what conditions one is better than the other. He discusses the estimation of a ranking and shows how to make tests of significance for n rankings by using the z-test under certain conditions. The entire article is concerned with methods and formulas for handling rank correlation when there are ties. A comparison is made between [rho] and [tau].In the beginning of the article the author compares the rank correlation coefficient derived by "Student" with that derived by Woodbury and states under what conditions one is better than the other. He discusses the estimation of a ranking and shows how to make tests of significance for n rankings by using the z-test under certain conditions. The entire article is concerned with methods and formulas for handling rank correlation when there are ties. A comparison is made between [rho] and [tau].