Rose Berry

activity

20242026

collaborators

3 papers

math.RT2026

Affine Hecke and Schur algebras of type A without a square root of q

Rose Berry

We provide an affine cellular structure on the extended affine Hecke algebra and affine $q$ -Schur algebra of type $A_{n - 1}$ that is defined over $Z [q^{\pm 1}]$ ,…

math.RT2025

The Derived $l$ -Modular Unipotent Block of $p$ -adic $GL_{n}$

Rose Berry

For a non-Archimedean local field $F$ of residue cardinality $q = p^{r}$ , we give an explicit classical generator $V$ for the bounded derived category $D_{f g}^{b} (H_{1} (G))$ of fi…

math.RT2024

The Derived Unipotent Block of $p$ -Adic $GL_{2}$ as Perfect Complexes over a dg Schur Algebra

Rose Berry

For a $p$ -adic field $F$ of residual cardinality $q$ , we provide a triangulated equivalence between the bounded derived category $D^{b} (B_{1} (G)_{f g})$ of finitely generate…

Affine Hecke and Schur algebras of type A without a square root of q

The Derived l-Modular Unipotent Block of p-adic GLn​

The Derived Unipotent Block of p-Adic GL2​ as Perfect Complexes over a dg Schur Algebra

The Derived $l$ -Modular Unipotent Block of $p$ -adic $GL_{n}$

The Derived Unipotent Block of $p$ -Adic $GL_{2}$ as Perfect Complexes over a dg Schur Algebra