Latin Squares, Central Tendencies, and Cubes

Article

Silver, G.L.   (1996, Marcel Dekker, Inc. and ASQC)   Los Alamos, NM;

Quality Engineering    Vol. 9    No. 1
QICID: 15096    September 1996    pp. 129-133
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Article Abstract

[This abstract is based on the author's abstract.]

Formulas for operational measures of central tendency on four to eight data points are explained. A comparison of the four-point formula with the arithmetic average as a measure of central tendency is provided. An historical note on interpolating the Latin square with Pearson's equation is included. New equations for representing data at the corners of rectangular prisms are provided.

Keywords

Latin squares,Pearson system,Operational methods


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