/r/math
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How should PhD students choose advisors, e.g., what are pros and cons of working with junior or senior professors?
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One motivation for defining (smooth) manifolds is that they keep the essential structure to do „calculus“ on them. But is it possible to do calculus in different spaces?
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If I was the person who found out pascal's triangle could be inverted, using the binomial expansion of (1+x)^-n I would have lost my mind
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