可動円錐とヴィラソロ制約とピカール-フック演算子 - 2026/3/25の論文15本

arXiv math.AGの新着論文15本をご紹介します。番組ページ: https://prepridondon.nyoho.jp/channels/math-ag/episodes/2026-03-25/The relative movable cone conjecture for K-trivial fibrations in varieties with well-clipped movable conesA note on Virasoro constriants for productsShifting local exponents of Picard-Fuchs operatorsPicard rank jumps for families of K3 surfaces in positive characteristicThe Weil Decoration of the Horrocks-Mumford BundleHyper-K\"ahler varieties: Lagrangian fibrations, atomic sheaves, and categoriesLinear spaces in Hessian loci of cubic hypersurfacesCohomological descent for obstructions to local-global principleExponential motives on the affine GrassmannianSmoothness results for the schemes of special divisors on general k-gonal curvesNon-abelian Hodge theory for non-proper varieties and the linear Shafarevich conjectureAnticyclotomic Iwasawa main conjectures for modular formsOrlov's functors in Macaulay2The Large Affine Hecke Category is Calabi-YauUniform boundedness of small points on abelian varieties over function fields