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  1. MathOverflow

    Q&A for professional mathematiciansag.algebraic-geometry nt.number-theory reference-request co.combinatorics fa.functional-analysis pr.probability dg.differential-geometry at.algebraic …

  2. Newest Questions - MathOverflow

    2 days ago · Q&A for professional mathematicians

  3. Equivalence among $\tau$-theory, elementary topos and

    Jun 30, 2025 · In Johnstone's book "Sketches of an Elephant: A topos theory compendium, volume 2" (referred as Elephant), he defined a higher-order typed (intuitionistic) …

  4. Status of the Stanley–Stembridge conjecture - MathOverflow

    Nov 5, 2024 · As mentioned in the post on Stanley's 25 positivity problems, Tatsuyuki Hikita posted a preprint on October 16, 2024 purporting to prove Problem 21, the …

  5. Tour - MathOverflow

    MathOverflow is a question and answer site for professional mathematicians. It's built and run by you as part of the Stack Exchange network of Q&A sites. With your help, we're working …

  6. What is Lagrange Inversion good for? - MathOverflow

    Nov 29, 2016 · I am planning an introductory combinatorics course (mixed grad-undergrad) and am trying to decide whether it is worth budgeting a day for Lagrange inversion. The reason I …

  7. English Versions of EGA and SGA - MathOverflow

    Jul 5, 2024 · As a non-French speaker, does anyone have any English translations of EGA and SGA? If you citing them would be helpful. Thanks in advance.

  8. game theory - The duel problem - MathOverflow

    The following duel problem is due to Ben Polak (maybe there's earlier origin, which I'll be glad to be informed about). The rule is as follows: Two players 1 and 2 ...

  9. Help Center - MathOverflow

    Q&A for professional mathematiciansWelcome to MathOverflow! Founded in 2009, we are a community of mathematicians focused on asking and answering mathematical questions …

  10. Synthetic vs. classical differential geometry - MathOverflow

    To provide context, I'm a differential geometry grad student from a physics background. I know some category theory (at the level of Simmons) and differential and Riemannian geometry (at …