Sur la réduction des représentations cristallines de dimension 2 en poids moyens

Abstract

We compute the reduction modulo $p$ of 2-dimensional crystalline representations whose Hodge-Tate weights are 0 and $k-1$ with $k\in \{p+2,...,2p-1\}$.

typos corrected, one new result added (theorem 2.2.5)

Cited by in corpus (2)

• Reduction of Galois Representations of slope 1
• Admissible unitary completions of locally $Q_p$-rational representations of $G{L}_2(F)$