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Rushton (2012) asserted that the fact that Black performance falls further behind White performance on subtests and items that have a higher g loading is an ind
by 001sky 14y ago
Rushton (2012) asserted that the fact
that Black performance falls further behind
White performance on subtests and items
that have a higher g loading is an indication
of a genetic contribution to the Black/
White IQ gap. He believes that a genetic
hypothesis about the origin of the racial IQ
gap would predict this pattern of larger
differences for more heritable, heavily gloaded
items, and that environmental ones
would not. This belief is mistaken. The
construct of g would have no significance if
it were not a measure of cognitive complexity.
If a group is environmentally disadvantaged,
its performance in comparison
to nondisadvantaged groups will be greater
on more complex tasks than on less complex
ones. If you have not played basketball
for many years, your performance will
be closer to what it was previously for
layups than for fade-away jump shots.
--Summary.
- 001sky 14y agoDisregarding the problematic use of (1) "groups" solely defined as [race]; and (2) IQ as equivalent to [intelligence]; the <logical> extension of the analysis with the words <in origin> as used in the title is specious. [#,$,!] ________ [#] ie. Logically ok would be Group differences in IQ are best understood as an [having an environmental component]. =edit= [$] Its logically possible (and most likely correct) that there are N dimensions to intelligence that are consistent in simultaneity (and while still excluding race). EG, including non-racial defined genetic group variation and environmental factors could both have measurable deterministic impacts on outcomes, of order of magnitude equivalent value. Its problematic to assert that the "origin" of [xyz] intelligence is an either/or hypothesis, when its most likely a complex composite. For obvious reasons. [!] Environmental impacts, once established, cannot then simutaneouly be assumed as a neutral error variable (ie, with vanilla-stochasitic distribution). Certainly not without micro-analytic support. The latter is not evident / nor consistent with (1) or (2). Nor the use of basketball analogies.