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TheTrotters
on March 21, 2021
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How to Study Mathematics (2017)
Rote memorization is of course not enough but you need to remember relevant theorems. It's necessary but not sufficient for deeper understanding.
What would it even mean to "understand" a theorem but to be unable to state it (and prove it)?
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What would it even mean to "understand" a theorem but to be unable to state it (and prove it)?