1989
DOI: 10.2307/2992282
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Methods for the Comparative Analysis of Variation Patterns

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Cited by 272 publications
(305 citation statements)
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“…We then calculated trait integration as the variance of the eigenvalues of the trait correlation matrices [INT ¼ V (l)] [32] in each trait module for all floral forms. To control for differences in sample size between the floral forms investigated and between trait modules, we subtracted the expected eigenvalue variance under the hypothesis of random covariation of traits [Exp(INT) ¼ (number traits 2 1)/N] from INT for each form to obtain the corrected INT values [32,33]. These were expressed as % of maximum INT.…”
Section: (D) Assessing Trait Divergence Between Floral Formsmentioning
confidence: 99%
“…We then calculated trait integration as the variance of the eigenvalues of the trait correlation matrices [INT ¼ V (l)] [32] in each trait module for all floral forms. To control for differences in sample size between the floral forms investigated and between trait modules, we subtracted the expected eigenvalue variance under the hypothesis of random covariation of traits [Exp(INT) ¼ (number traits 2 1)/N] from INT for each form to obtain the corrected INT values [32,33]. These were expressed as % of maximum INT.…”
Section: (D) Assessing Trait Divergence Between Floral Formsmentioning
confidence: 99%
“…A Pearson product-moment correlation between corresponding off-diagonal nonredundant elements of two correlation matrices was employed to measure the pattern similarity of corresponding genetic and phenotypic correlation matrices (cf. Lofsvold, 1986;Cheverud, 1988Cheverud, , 1989Kohn & Atchley, 1988;Cheverud et al, 1989;Cowley & Atchley, 1990;Wagner, 1990;Roff, 1995). The matrix correlation which measures the similarity of the arrangement of elements of different magnitudes in two matrices is given by…”
Section: Data Analysesmentioning
confidence: 99%
“…Em relação às matrizes de correlação, a similaridade foi acessada através do método da correlação de matrizes elemento a elemento (CM; Cheverud et al, 1989). A correlação entre as matrizes par a par foi obtida através da equação abaixo (Sneath e Sokal, 1972;Cheverud et al, 1989):…”
Section: Similaridade Entre Matrizesunclassified
“…A correlação entre as matrizes par a par foi obtida através da equação abaixo (Sneath e Sokal, 1972;Cheverud et al, 1989):…”
Section: Similaridade Entre Matrizesunclassified
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