Using different relationship groups, we can evaluate different intraclass correlations.
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The intraclass correlation " r " originally proposed by Ronald Fisher is
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The intraclass correlation is also defined for data sets with groups having more than 2 values.
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The \ frac { 1 } { 4 } V _ g term is the intraclass correlation among half sibs.
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Ronald Fisher devotes an entire chapter to Intraclass correlation in his classic book " Statistical Methods for Research Workers ".
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Using V _ a as the additive genetic variance and V _ d as the dominance deviation variance, intraclass correlations become linear functions of these parameters.
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Beginning with Ronald Fisher, the intraclass correlation has been regarded within the framework of analysis of variance ( ANOVA ), and more recently in the framework of random effects models.
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The Expected Mean Square is calculated from the relationship of the individuals ( progeny within a sire are all half-sibs, for example ), and an understanding of intraclass correlations.
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The earliest work on intraclass correlations focused on the case of paired measurements, and the first intraclass correlation ( ICC ) statistics to be proposed were modifications of the interclass correlation ( Pearson correlation ).
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The earliest work on intraclass correlations focused on the case of paired measurements, and the first intraclass correlation ( ICC ) statistics to be proposed were modifications of the interclass correlation ( Pearson correlation ).
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