Taeuk Nam

activity

20182026

collaborators

4 papers

math.AG2026

Iwahori Fundamental Local Equivalence

Taeuk Nam

We construct three tamely ramified local equivalences of factorization module categories. The first is a factorization version of the Arkhipov-Bezrukavnikov equivalence at a point.…

math.AG2024

$D - mod (Bun_{G}^{I})$ is Compactly Generated

Taeuk Nam

Drinfeld and Gaitsgory proved that $D - mod (Bun_{G})$ is compactly generated. Let $Bun_{G}^{I}$ be the algebraic stack of principal $G$ -bundl…

math.RA2019

Spaces of generators for matrix algebras with involution

Taeuk Nam, Cindy Tan, Ben Williams

Let $k$ be an algebraically closed field of characteristic different from 2. Up to isomorphism, the algebra $Mat_{n \times n} (k)$ can be endowed with a $k$ -linear in…

math.RT2018

Singularities of Intertwining Operators and Decompositions of Principal Series Representations

Taeuk Nam, Avner Segal, Lior Silberman

In this paper, we show that, under certain assumptions, a parabolic induction $I n d_{B}^{G} λ$ from the Borel subgroup $B$ of a (real or $p$ -adic) reductive group $G$ decomposes into a d…

Iwahori Fundamental Local Equivalence

D−mod(BunGI​) is Compactly Generated

Spaces of generators for matrix algebras with involution

Singularities of Intertwining Operators and Decompositions of Principal Series Representations

$D - mod (Bun_{G}^{I})$ is Compactly Generated