1979
DOI: 10.1007/bf02293783
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Some symmetric, invariant measures of multivariate association

Abstract: canonical correlation, multivariate analysis, association, redundancy,

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Cited by 134 publications
(92 citation statements)
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“…This measure coincides with γ 1 in Cramer's and Nicewanders review ( [7]: 1979) of multivariate measures of association under the assumption of a joint multivariate Gaussian distribution. Based on the decomposition of covariance various measures have been derived which focus on ratios of (re-scaled) between variances to (re-scaled) total variances.…”
Section: Decomposition Of Covariancesupporting
confidence: 68%
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“…This measure coincides with γ 1 in Cramer's and Nicewanders review ( [7]: 1979) of multivariate measures of association under the assumption of a joint multivariate Gaussian distribution. Based on the decomposition of covariance various measures have been derived which focus on ratios of (re-scaled) between variances to (re-scaled) total variances.…”
Section: Decomposition Of Covariancesupporting
confidence: 68%
“…An issue we finally address is the classification of measures of multivariate dependence into (symmetric) measures of association and (asymmetric) measures of redundancy. The measures discussed by Cramer and Nicewander ( [7]: 1979) under the assumption of joint Normality are all -like ours -measures of dependence between X and Y . They can be rewritten in information theoretic terms…”
Section: Decomposition Of Covariancementioning
confidence: 93%
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“…In addition to eta and omega squared three additional multivariate proportion of variance effect sizes have been recommended (Cramer & Nicewander, 1979;Serlin, 1982) based on different multivariate test criteria (Hotelling-Lawley trace and Bartlet-Pillai trace). These alternative multivariate effect size measures are briefly discussed by Huberty (1994, pp.…”
Section: Between-subjects Multivariate Designsmentioning
confidence: 99%