hot boys undergo like a 7x hotness multiplier if they are also better than me at math
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Not super interested in the reward but if you actually want to know about manifolds I'd love to help teach that! It's easy to work in an x-y plane and it's harder to work in spherical polar coordinates (on a sphere) and even worse to work on, like, a hyperboloid and stuff.
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But those two still have nice properties: if you zoom in really close, they behave locally just like the x-y plane, so all the things you can do in the latter apply (locally) to the former. (This is why the Earth looks flat until you're flying high enough above its surface.)
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Oh geez your inbox is gonna be like, so full of copy pastes from Wikipedia
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Save your energy and follow
@FactsOfMath for all of the math explanations that there are!Thanks. Twitter will use this to make your timeline better. UndoUndo
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Have no idea how to explain a manifold but reminds of me this:https://youtu.be/d9HeAgrz9LA
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does the weird probability shit in quant interviews count
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whisper sweet eigenvalues in my ear
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"Oh wow, such a big eigenvector you have"
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The math isn't the hard part.
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