REDUCTIONS OF -DIMENSIONAL SEMISTABLE REPRESENTATIONS WITH LARGE -INVARIANT

Reductions of Some Two-Dimensional Crystalline Representations via Kisin Modules

(2020) John Bergdall et al.   INTERNATIONAL MATHEMATICS RESEARCH NOTICES

Semistable deformation rings in even Hodge–Tate weights

(2019) Lucio Guerberoff et al.   PACIFIC JOURNAL OF MATHEMATICS

A control theorem for p-adic automorphic forms and Teitelbaum’s $$\mathcal {L}$$ L -invariant

(2019) Peter Mathias Gräf   RAMANUJAN JOURNAL

Upper bounds for constant slope p-adic families of modular forms

(2019) John Bergdall   Selecta Mathematica-New Series

Local constancy for the reduction mod p of 2-dimensional crystalline representations

(2011) Laurent Berger   BULLETIN OF THE LONDON MATHEMATICAL SOCIETY

On lattices in semi-stable representations: a proof of a conjecture of Breuil

(2008) Tong Liu   COMPOSITIO MATHEMATICA