1992
DOI: 10.1109/78.157177
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Minimum mean-square error transformations of categorical data to target positions

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Cited by 14 publications
(2 citation statements)
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“…Therefore, maximizing the ratio of IED to I A D will be equivalent to minimizing IAD. Minimizing IAD, in turn, will be similar to minimizing the mean-square error between specified target positions and projections of the measurement data (13). That is, among all possible linear transformations that cluster normal tissues around prespecified locations, we select the one that generates the smallest intraset Euclidean distance for the normal tissue clusters in the transformed domain.…”
Section: Optimal Transformationmentioning
confidence: 99%
“…Therefore, maximizing the ratio of IED to I A D will be equivalent to minimizing IAD. Minimizing IAD, in turn, will be similar to minimizing the mean-square error between specified target positions and projections of the measurement data (13). That is, among all possible linear transformations that cluster normal tissues around prespecified locations, we select the one that generates the smallest intraset Euclidean distance for the normal tissue clusters in the transformed domain.…”
Section: Optimal Transformationmentioning
confidence: 99%
“…Diese wurde schon mehrfach erfolgreich angewendet, um verschiedene Lautklassen zu normalisieren, z. B. von Klein et al (1970) und Zahorian und Jagharghi (1992). Hier geschieht das aber gewissermaßen für alle Klassen gleichzeitig.…”
Section: Die Spina-datenbasisunclassified