arXiv math.AG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-ag/episodes/2026-03-16/

1. Almost TQFTs via colored ribbon graphs
2. A Curve of Secants to the Kummer Variety from Degenerated Points
3. A Tate-Type Theorem for Crystalline Classes in the 1-Motivic Category
4. Mapping class group action on the cohomology of the $\mathrm{SL}_n$ character variety
5. Real line subbundles of real bundles on curves
6. Drawing real plane algebraic curves in OSCAR
7. Higher Fitting ideals and the structure of anticyclotomic Shafarevich-Tate groups
8. Weighted Veronese Rings via Convex Semigroups
9. Regular pullback of generalized cluster structures
10. Derived geometric Satake equivalence on the Beilinson-Drinfeld Grassmannian with one leg in mixed characteristic
11. On Moy-Prasad quotients over Laurent series fields
12. Jacobian graphs