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Why Kendall Tau?
This article, authored by G.E. Noether of the University of Connecticut, discusses the differences between the Kendall coefficient and the Spearman correlation coefficient as well as assesses its uses and advantages....
The First Shall Be Last
This article, created by Bryan Wilson, provides the example of student form orders to demonstrate the unreliability of combining data from two different distributions (or subjects). The author provides charts, graphs...
Learning from One's Mistakes
Created by R.D. Lee for the Royal Statistics Society, this article describes an exercise, which highlights the effect of sampling without replacement in small populations, and leads to consideration of the relative...
Some Anecdotes and Analogies for Illustrating Statistical Ideas
This article, created by Dennis O. Chanter of Huntingdon Research Centre, provides fun, "real life" examples of various statistical concepts, which can enliven lecture and illustrate such concepts for better...
Pictoral Representation of Kendall's Rank Correlation Coefficient
This article, created by D. Wilkie of Windscale-Cumbria, explains the method of determining Kendall's Rank correlation coefficient, z, by drawing lines between corresponding points in the two rankings. The entire lesson...
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