Table 3.
SPA | Countries | School subject | MZ | DZss | A/D | C | E |
---|---|---|---|---|---|---|---|
9 years | UK | Math | .40 (N = 1204) | .11 (N = 1062) | .40 | .00 | .60 |
English | .41 (N = 1202) | .16 (N = 1023) | .41 | .00 | .59 | ||
Science | .36 (N = 1197) | .23 (N = 1053) | .26 | .10 | .64 | ||
Germany | Math | .39 (N = 133) | .24 (N = 121) | .30 | .09 | .61 | |
German | .55 (N = 133) | .35 (N = 121) | .40 | .15 | .45 | ||
10 years | Canada (Québec) | Math | .40 (N = 153) | −.01a (N = 108) | .40 | .00 | .60 |
Reading | .41 (N = 153) | .03a (N = 108) | .41 | .00 | .59 | ||
Japan | Math | .25 (N = 109) | .16a (N = 77) | .18 | .07 | .75 | |
11 years | Germany | Math | .42 (N = 133) | .23 (N = 121) | .38 | .04 | .58 |
German | .41 (N = 133) | .23 (N = 121) | .36 | .05 | .59 | ||
Japan | Math | .66 (N = 107) | .58 (N = 68) | .16 | .50 | .34 | |
12 years | UK | Math | .49 (N = 2011) | .15 (N = 1813) | .49 | .00 | .51 |
English | .56 (N = 2013) | .21 (N = 1814) | .56 | .00 | .44 | ||
Science | .45 (N = 2004) | .26 (N = 1814) | .38 | .07 | .55 | ||
Canada (Québec) | Math | .42 (N = 147) | .00a (N = 111) | .42 | .00 | .58 | |
Reading | .48 (N = 147) | .01a (N = 111) | .48 | .00 | .52 | ||
Japan | Math | .69 (N = 125) | .14a (N = 62) | .69 | .00 | .31 | |
USA | Reading | .63 (N = 144) | .09a (N = 207) | .63 | .00 | .37 | |
General school | .43 (N = 148) | .17 (N = 204) | .43 | .00 | .57 | ||
13 years | Germany | Math | .34 (N = 133) | .03a (N = 121) | .34 | .00 | .66 |
German | .37 (N = 133) | .26 (N = 121) | .22 | .15 | .63 | ||
Japan | Math | .49 (N = 91) | .35a (N = 31) | .49 | .00 | .51 | |
16 years | UK | Math | .57 (N = 811) | .28 (N = 803) | .57 | .00 | .43 |
Japan | Math | .47 (N = 68) | .24a (N = 32) | .47 | .00 | .53 | |
Russia | Math | .46 (N = 34) | .31a (N = 34) | .46 | .00 | .54 |
Note. MZ intra-class correlations (ICCs), same-sex DZ (DZss) ICCs, and genetic (A), shared environmental (C) and non-shared environmental (E) estimates. The results were controlled for age and sex. ACE estimates were derived from ICCs using Falconer’s formula. A/D = where DZ ICC is less than half of that of MZ ICC, non-additive genetic (D) effects are implied; in these cases A and D effects cannot be disentangled.
DZ ICC did not reach significance.