集団代数とポジトロイドと導来圏 - 2026/10/16の論文17本

arXiv math.RTの新着論文17本をご紹介します。番組ページ: https://prepridondon.nyoho.jp/channels/math-rt/episodes/2026-10-16/ Quantized integral models of reductive monoids Continuous representations of the meta Hahn algebra and special functions A Krause-type recollement for Q-shaped derived categories A Proof of the Jung-Kim Conjecture on the Centers of Walled Brauer Algebras Generalized Cluster Algebra Homomorphisms Induced by Cluster Tube Embeddings Modules and operator rings of Reynolds algebras Weight structures and t-structures on the triangulated category generated by a $\mathbb{P}$-object Double affine Frobenius Hecke algebras Double covers of tori for p=2 and genuine functions Rectangular Symmetry for Catalan Functions A family of algebras that connects positroids, the Theta conjecture, the Delta conjecture, and Eulerian quasisymmetric functions A variation on local trilinear form On a conjecture of King-Tollu-Toumazet for rectangular Kostka coefficients Multivariate $P$- and $Q$-polynomial structures of generalized Johnson association schemes Gluing weak approximability along recollements Series of Fano quiver moduli from extended Dynkin quivers An infinite completely normal basis theorem