File:Sibling Correlations for Behavioral Traits.jpg

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English: Sibling Correlations for Behavioral Traits. This figure displays sibling correlations for five traits measured in a large sample of Swedish brother pairs born 1951–1970. All outcomes except years of schooling are measured at conscription, around the age of 18. For details on sample construction and variable definitions, see chapter 3 in Cesarini.10 The sample sizes vary by outcome, but the minimum number of pairs per sibling type is MZT = 1,154; DZT = 1,601; FST = 151,789; FSA = 1,033; HST = 4,880; HSA = 11,566; ADO = 643. Because the sample sizes are large, all correlation coefficients are precisely estimated. The standard error of a correlation coefficient estimated with N pairs of siblings is approximately (1−ρˆ2)/N−−√(1-ρ^2)∕N. For example, the approximate standard error of the 72% estimate reported in the full text (full siblings reared apart) is 2×(1−ρˆ2FSA)/N−−√=2×(1−0.3592)/1033−−−−√≈0.0542×(1-ρ^FSA2)∕N=2×(1-0.3592)∕1033≈0.054.
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01 February 2017
Source David Cesarini & Peter M. Visscher (2017) Genetics and educational attainment. npj Science of Learning 2, Article number: 4 doi:10.1038/s41539-017-0005-6 http://www.nature.com/articles/s41539-017-0005-6
Author David Cesarini & Peter M. Visscher
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Predictive power of future PGSs (polygenic scores)

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current21:56, 9 February 2017Thumbnail for version as of 21:56, 9 February 2017900 × 648 (43 KB)Was a bee (talk | contribs){{Information |Description={{en|1=Sibling Correlations for Behavioral Traits. This figure displays sibling correlations for five traits measured in a large sample of Swedish brother pairs born 1951–1970. All outcomes except years of schooling are mea...