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Feb 8, 2019 · So would the generating function for the number of $r$-combinations be the same as that for the number of $r$-permutations sans the $r!$?

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Sep 14, 2015 · Simples exercices sans difficulté et sans grand intérêt. (Le nom de Lebesgue est systématiquement estropié dans le titre et dans le texte.) The second oldest use of "Lebesque" …

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I am reading a book and having trouble following something. The problem is to try to maximize the differential entropy $-\\int_{0}^{\\infty}p(r)\\log p(r)$ under the constraints that $\\int_{0}^{\\inft...

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Jun 30, 2025 · Thank you for this. So the trivial frame field would have winding number (measured relative to itself) of $1$, and ultimately would be assigned the value of $1/4$, so that the middle …

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Jun 23, 2018 · Also it's not quite wrong. Just combine the left two terms into a fraction and you'll see it's almost the same (sans constant of integration).