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A weighted Kendall's tau statistic

Statistics & Probability Letters, 1998
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Comparing and Aggregating Partial Orders with Kendall Tau Distances

Discrete Mathematics, Algorithms and Applications, 2012
Comparing and ranking information is an important topic in social and information sciences, and in particular on the web. Its objective is to measure the difference of the preferences of voters on a set of candidates and to compute a consensus ranking. Commonly, each voter provides a total order or a bucket order of all candidates, where bucket orders ...
Franz-Josef Brandenburg   +2 more
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An algorithm for maximizing Kendall's τ

Computational Statistics & Data Analysis, 2001
Transformations that maximize the strength of dependence of jointly distributed random variables are of great importance in various data analysis problems. This paper presents a procedure for maximization of Kendall's \(\tau\) -- a coefficient of a monotone dependence in bivariate data. Results of a simulation study of the effectiveness of the proposed
Kowalczyk, T., Niewiadomska-Bugaj, M.
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KENDALL'S TAU AND CONTINGENCY TABLES

Australian Journal of Statistics, 1988
SummaryKendall's tau is a coefficient of concordance between two rankings of n objects. Its definition and large sample normal approximation are easily extended to the case where one of the rankings contains ties. In this paper, definition and normal approximation are extended further to the case where both rankings contain ties.
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Fuzzy Kendall $\pmb\tau$ Statistic for Autocorrelated Data

2009
Kendall’s τ statistic has found many practical applications. Recently, it has been proposed by Hryniewicz and Szediw as the basis for the Kendall control chart for monitoring autocorrelated production processes. They have shown that this chart has good statistical characteristics only for large samples. Unfortunately, in such a case existing algorithms
Olgierd Hryniewicz, Anna Szediw
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Testing independence in high dimensions using Kendall’s tau

Computational Statistics & Data Analysis, 2018
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Why Kendall Tau?

Teaching Statistics, 1981
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