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<li> EPTR, I didn’t claim that Summers didn’t say those things. But what he said translates into something another poster here said more simply: Boys’ math aptitude tends to vary more than girls’ math aptitude. Therefore if you look at the outliers – math geniuses and people incapable of doing math – both groups tend to have more boys. That doesn’t mean, of course, that girls are not capable of being math geniuses, and Summers never implied that to be the case. What it might mean, in the highly specialized context of Harvard faculty appointments, is that it is not a valid goal to have equal numbers of male and female math faculty, maybe the “right” proportion is 60-40, or 70-30. And “might” is a key word there – Summers never said more than that such might be the case.</li>
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<p>Of course, all of that is hypothetical until one deals with the cultural issues – Summers’ “lesser factors involving socialization and discrimination”. It’s not a question of “blaming” the culture, or of “blaming” girls themselves. It’s a recognition that there are lots of factors that peel girls away from serious math study as they get older, and that the world would probably be a better place if that happened less. One of those factors may be a matter of genetic distribution, but I don’t think anyone believes that accounts for the massive differences that exist today. And part of the proof of that is that yesterday (yesterdecade) the differences were far more massive, and some minor cultural tinkering has reduced them considerably. These factors may be “lesser” because they can be dealt with fairly easily.</p>
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<li><p>My family’s story is something the reverse of FallGirl’s. My daughter was always seen as having real math talent, although her grades always suffered because of her disinterest in memorizing math facts. She was accelerated in math, and hated it, and completely turned off math by 11th grade. She struggled to pass college calculus – not struggled in the sense of working hard to pass, but in the sense of disciplining herself to do enough work so she could get a solid C+ and move on. In contrast, my son always thought of himself as a great math student, and always was near the top of his classes in math grades. Despite that, he was NOT put into accelerated math, because his teachers did not think he was really facile with math concepts. As a result, he continued to get great math grades. He tutored other kids in math. He doubled up on math to be able to get through Calculus BC in high school. He got 800 on the SAT I Math section, and 780 on the Math 2 SAT II. And somewhere in the middle of Calculus he hit an absolute wall, going from A work to C work. And then, in college, the same thing happened. Both of my kids got to exactly the same place in math, by completely different routes, and accelerating and encouraging my daughter seemed to hasten her disaffection with math.</p></li>
<li><p>On a further anecdotal level, there’s no question that I see lots more girls who are interested in math and good at it these days. But there are still lots of cultural pulls. One girl was through Calculus by seventh grade, but in college she abandoned further math for studying economics using the math she already had. One girl was a math major at Harvard who has pursued graduate study in computational linguistics. One girl went to Harvard intending to be a math major, but realized quickly that she would never excel in that group, and is now in a high-ranking MD/PhD program. One girl applied to and was accepted by Carnegie-Mellon’s School of Computer Science, and was offered a full ride to a public university’s engineering school . . . but chose to attend a top liberal arts college instead, where she is toying with the idea of pursuing a 3-2 program. (We’ll see.) All of these girls were the best or, at worst, the second-best math students in their high-powered high schools; they received every encouragement to study math and to align their career goals with that, but they still chose the exit ramp.</p></li>
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