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J Levitt proposes an equation to estimate a chess player’s IQ from their chess score.It suggests that chess grandmasters probably have IQs above 160.

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How can we reconcile that with the rest of our picture of the world, and how obsessed should we be with getting a copy of Laszlo Polgar’s book? Let’s get this out of the way first: the Polgar sisters were probably genetically really smart.

The whole family was Hungarian Jews, a group with a great track record.

[EDIT: Thanks to a few people who pointed out some problems with my math here (1, 2, 3).

I still think that having three supergenius-IQ kids when you and your spouse show no signs of being a supergenius yourself (Laszlo Polgar’s daughters could beat him at chess by the time they were 8) is pretty unlikely, but I admit not impossible.

Robert Howard has a paper Does High-Level Performance Depend On Practice Alone?

Debunking The Polgar Sisters Case in which he argues against the strong version of Gladwell’s thesis.

As far as I know, there’s only one Hungarian educator with magic powers, and (like all good wizards) his secrets are maddeningly hard to find.

Laszlo Polgar studied intelligence in university, and decided he had discovered the basic principles behind raising any child to be a genius.

We would expect them to need much more practice to achieve a level of proficiency similar to those chess masters, and indeed that seems like what happens.

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