Chenglong Ma

collaborators

2 papers

math.AG2025

A stacky $p$ -adic Riemann--Hilbert correspondence on Hitchin-small locus

Yudong Liu, Chenglong Ma, Xiecheng Nie +2

Let $C$ be an algebraically closed perfectoid field over $Q_{p}$ with the ring of integer $O_{C}$ and the infinitesimal thickening $\Ainf$. Let $X$ be a se…

math.AG2024

A stacky nilpotent $p$ -adic Riemann-Hilbert correspondence

Yudong Liu, Chenglong Ma, Xiecheng Nie +1

Let $X$ be a smooth rigid variety over $C = C_{p}$ admitting a lift $X$ over $B_{d R}^{+}$ . In this paper, we use the stacky language to prove a nilpotent $p$ -adic Riema…

A stacky p-adic Riemann--Hilbert correspondence on Hitchin-small locus

A stacky nilpotent p-adic Riemann-Hilbert correspondence

A stacky $p$ -adic Riemann--Hilbert correspondence on Hitchin-small locus

A stacky nilpotent $p$ -adic Riemann-Hilbert correspondence