プレプリどんどん: math.NT

プレプリどんどん: math.NT

By プレプリどんどん編集部ScienceMathematics
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プレプリどんどん: math.NT episodes

  • ラガリアス不等式と超過数と量子モジュラ - 2026/2/19の論文11本

    arXiv math.NTの新着論文11本をご紹介します。

    番組ページ: https://prepridondon.nyoho.jp/channels/math-nt/episodes/2026-02-19/

    1. On the Lagarias Inequality and Superabundant Numbers
    2. On the Jacobian of $\overline{{{\rm Spec}\,\mathbb Z}}$
    3. On the Mean Value of a Weighted Composite Arithmetic Function
    4. Binomial sums and properties of the Bernoulli transform
    5. Quantum modularity of signatures in TQFT and generalized Dedekind sums
    6. Intersections of special cycles on Shimura curves and Siegel Maass forms
    7. A zero-one law for improvements to Dirichlet's theorem in arbitrary dimension
    8. On coefficients, potentially abelian quotients, and residual irreducibility of compatible systems
    9. Remarks on the inverse Littlewood conjecture
    10. Hensel minimality, $p$-adic exponentiation and Tate uniformization
    11. Anticoncentration of Random Sums in $\mathbb{Z}_p$
    12 min
  • L-不変量と深い合同と新形態と分割と多項式 - 2026/2/18の論文12本

    arXiv math.NTの新着論文12本をご紹介します。

    番組ページ: https://prepridondon.nyoho.jp/channels/math-nt/episodes/2026-02-18/

    1. $\mathcal L$-invariants and deep congruences between newforms
    2. Szemer\'edi's Theorem Along Cantor Sets of Integers
    3. Relations for partitions with distinct even parts except the largest part which is even
    4. On the discriminant and index of a certain class of polynomials
    5. A Weighted Words Study of MacMahon's and Russell's Modulo 6 Identities
    6. Space-filling lattice designs for computer experiments
    7. Subgroups with all finite lifts isomorphic are conjugate
    8. Steenrod operations and symplectic arithmetic duality
    9. Asymptotics and zero distribution of geometric polynomials
    10. Conjugacy classes of regular integer matrices
    11. Power monoids and their arithmetic: a survey
    12. On Graham's rearrangement conjecture
    13 min

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arXivのmath.NT (数論) の新着論文の概要をAIで日本語でお届けするポッドキャストです。 情報収集にお役立てください。 (AIで生成していますので必ずしも正しいとは限りません)