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21

CLASSIFICATION
2008

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Bounds of Resemblance Measures for Binary (Presence/Absence) Variables

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Bounds of Resemblance Measures for Binary (Presence/Absence) Variables

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Abstract: Bounds of association coefficients for binary variables are derived using the arithmetic-geometric-harmonic mean inequality. More precisely, it is shown which presence/absence coefficients are bounds with respect to each other. Using the new bounds it is investigated whether a coefficient is in general closer to either its upper or its lower bound.

Matthijs J. Warrens

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Arithmetic-geometric-harmonic Mean Inequality | Association Coefficients | Binary Variables | CLASSIFICATION 2008 |

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Added	09 Dec 2010
Updated	09 Dec 2010
Type	Journal
Year	2008
Where	CLASSIFICATION
Authors	Matthijs J. Warrens

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