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by bjourne
3142 days ago
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> As an MIT alum, I don't see a ton of value in competing over whose classes were the hardest. There are many schools around the world with much harder and more technology intensive curriculum than MIT. If you disagree with that statement, then you do see "value in competing over whose classes were the hardest." If you do not disagree with that statement, then you must agree that the "MIT experience" you describe can be gotten in many schools other than MIT. F.e, I also worked 10+ h/day 7 days/week year round at university and also felt that getting A grades were impossible. I think the professor is making a great point by comparing math to sports. Yes, you can go to a sports university but you don't have to. The way to get good at it is by busting your ass of (and having good genetics). It's your own effort that counts, not the name of the institution, imho. |
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Yes, I think that there are schools around the world with harder curricula than MIT, with the caveat that every university has different strengths. I could go into my accomplishments in undergrad, but it's truly besides the point.
At some point it's truly ridiculous to compare as if it's a linear ranking. It's counterproductive to worry about rankings, and causes completely unnecessary friction between institutions. Pride and insecurity get in the way of solving problems, and all of us are ultimately struggling against a much more interesting challenge than each other.
I think the professor here is really not making a compelling argument, to be honest. None of the listed things are unique to MIT for sure, though strictly speaking he doesn't claim that they are -- he says that they are lessons of an MIT education, rather than unique aspects of an MIT education. He's a mathematician so this may be intentionally precise.