プレプリどんどん: math.RT

arXiv math.RT (表現論) 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。 研究者の皆様の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)

  1. 5日前

    表現論と量子群と quiver 表現 - 2026/6/16の論文26本

    arXiv math.RTの新着論文26本をご紹介します。番組ページ: https://prepridondon.nyoho.jp/channels/math-rt/episodes/2026-06-16/ A classification of derived-discrete graded algebrasShalika Models for Finite General Linear and Unitary GroupsQuiver representations and idempotent loopsCohen Macaulay modules and positroid varietiesMutations of simple-minded collections revisitedThe Coxeter transformation as an automorphism of the Tamarkin--Tsygan calculusNoncommutative resolutions of affine Schubert varieties in type A and canonical basesOn reduction and gluing technique of simple-minded systems over self-injective algebrasA construction of simple-minded systems over domestic Brauer graph algebras II: the 1-domestic caseMonoidal categorification of generalized cluster algebras and conjectures of Fraser and GleitzRight representations of Novikov algebrasHomomorphisms to Hook Specht Modules over Quiver Hecke Algebras of Type CMultisymmetric polynomials on set-theoretic quiver representationsCohomology of Flag Superschemes and Syzygies of Compositional VarietiesA skew Murnaghan--Nakayama rule for Hopf dual pairsThe Opdam-Cherednik kernel is the Laplace transform of a positive measureA Generalization of UQ RingsK-theoretic construction of affine quantum Schur algebras and iquantum groups with unequal parametersOn the number of symmetric chain decompositions of the minuscule lattices $L(m,n)$ and $M(n)$An Algebraic Matrix Spencer TheoremTorsors of Generalized del Pezzo Tori and Brauer Groups$q$-Deformed Topological Recursion, Weight Vectors and Algebraic StructuresOn the Representation Theory of Non-Admissible $W$-Algebras: Part IA diffeological perspective on non-Abelian Hodge theoryBounded Bruhat intervals and affine Coxeter groupsGrassmannian quantum cohomology in the infinite limit and total positivity

    42分

番組について

arXiv math.RT (表現論) 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。 研究者の皆様の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)

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