John Enns

activity

20172021

collaborators

3 papers

math.NT2021

Mod $p$ local-global compatibility for $GSp_{4} (Q_{p})$ in the ordinary case

John Enns, Heejong Lee

Let $F$ be a totally real field of even degree in which $p$ splits completely. Let $r : G_{F} \to GSp_{4} (F_{p})$ be a modular Galois repres…

math.NT2018

Multiplicities in the ordinary part of mod $p$ cohomology for $GL_{n} (Q_{p})$

John Enns

Given a continuous ordinary Galois representation $ρ ˉ : G_{Q_{p}} \to GL_{n} (F_{p})$ , Breuil and Herzig constructed an admissible smooth $\ov…

math.NT2017

On weight elimination for $GL_{n} (Q_{p^{f}})$

John Enns

We show that the modular Serre weights of a sufficiently generic mod $p$ Galois representation of an unramified $p$ -adic field are themselves generic, and give precise bounds on th…

Mod p local-global compatibility for GSp4​(Qp​) in the ordinary case

Multiplicities in the ordinary part of mod p cohomology for GLn​(Qp​)

On weight elimination for GLn​(Qpf​)

Mod $p$ local-global compatibility for $GSp_{4} (Q_{p})$ in the ordinary case

Multiplicities in the ordinary part of mod $p$ cohomology for $GL_{n} (Q_{p})$

On weight elimination for $GL_{n} (Q_{p^{f}})$