A. Zenteno

collaborators

3 papers

math.NT2026

Galois representations with large image in the global Langlands correspondence

Adrian Zenteno

The global Langlands conjecture for $GL_{n}$ over a number field $F$ predicts a correspondence between certain algebraic automorphic representations $I ¨ $ of $\text{GL}_n(\math…

math.RT2025

Classifying representations of finite classical groups of Lie type of dimension up to $ℓ^{4}$

Luis GutiÃ©rrez Frez, Adrian Zenteno

Let $G$ be a finite classical group of Lie type of rank $ℓ$ , defined over a field of characteristic $p > 2$ . In this work, we classify the irreducible representations of $G$ whose…

math.NT2025

The $I^¸$ -adics

T. M. Gendron, A. Zenteno

This paper introduces an archimedean, locally Cantor multi-field $O_{I^} ¸$ which gives an analog of the $p$ -adic number field at a place at infinity of a real quadratic exte…

Galois representations with large image in the global Langlands correspondence

Classifying representations of finite classical groups of Lie type of dimension up to ℓ4

The I^¸-adics

Classifying representations of finite classical groups of Lie type of dimension up to $ℓ^{4}$

The $I^¸$ -adics