Pei Wang

collaborators

4 papers

math.QA2026

Dual partially harmonic tensors and quantized Schur--Weyl duality

Pei Wang, Zhankui Xiao

Let $V$ be a $2 m$ -dimensional symplectic space over an infinite field $K$ . Let $B_{n, K}^{(f)}$ be the two-sided ideal of the Birman--Murakami--Wenzl algebra $\mathfrak{B…

math.RT2025

Branching rules for cell modules on a tower of the partition algebras

Pei Wang

Partition algebras with non-zero parameters are cellularly stratified and thus have the features of both cellular algebras and stratified algebras. Also, partition algebras form a…

math.RT2025

Half-Diagrams in Partition Algebras: A Geometric Perspective on Multiplicities

Pei Wang, Changjing Zhuge

This paper studies the restriction multiplicities of half-diagram modules for the partition algebra and their geometric interpretations. By specializing the Bowman-De Visscher-Orel…

math.NT2025

On generalized Fuchs theorem over relative $p$ -adic polyannuli

Peiduo Wang

In this paper, we study coherent locally free (logarithmic-) $\nabla$ -modules on relative $p$ -adic polyannuli satisfying the Robba condition and prove several criteria for decomposi…

Dual partially harmonic tensors and quantized Schur--Weyl duality

Branching rules for cell modules on a tower of the partition algebras

Half-Diagrams in Partition Algebras: A Geometric Perspective on Multiplicities

On generalized Fuchs theorem over relative p-adic polyannuli

On generalized Fuchs theorem over relative $p$ -adic polyannuli