On representations attached to semistable vector bundles on Mumford curves

Abstract

We compare two constructions that associate to a semistable vector bundle on a Mumford curve a representation of the Schottky group and the algebraic fundamental group respectively.

42 pages; section 3.4 removed, typos removed

References in corpus (2)

• Vector bundles and p-adic representations I
• Vector bundles on p-adic curves and parallel transport

Cited by in corpus (1)

• Principal bundles on $p$-adic curves and parallel transport