Abstract
The art and science of testing sampling systems for bias has been controversial from its beginnings, some 35 years ago. Since then it has evolved as a discipline of increasingly broad scope and complexity. Currently under consideration as a standard practice, it involves univariate, multivariate, parametric, and nonparametric statistical treatments, static and dynamic operating modes, single and two-stage tests, and matched samples consisting of single increments, sublots, and lots. Testing for bias has been encumbered with an ever-expanding set of myths, misconceptions, and mistakes. The author explores the most common and grievous among them using graphics to help the reader visualize the issues.
Issue Section:
Research Papers
References
1.
Gayen
, A. K.
, “The Distribution of Student's t in Random Samples of Any Size Drawn from Non-normal Universes
,” Biometrics
0006-341X, Vol. 36
, 1949
, p. 353.2.
Filleben
, J. J.
, “The Probability Plot Correlation Coefficient Test of Normality
,” Technometrics
0040-1706, Vol. 17
, No. 9
, 1975
, pp. 11
-17
.3.
Johnson
, R. A.
and Wichern
, D. W.
, Applied Multivariate Statistical Analysis
, Prentice Hall
, p. 154.
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