Andrea Marrama

collaborators

2 papers

math.NT2023

The integral Hodge polygon for $p$ -divisible groups with endomorphism structure

Stéphane Bijakowski, Andrea Marrama

Let $p$ be a prime number, let $O_{F}$ be the ring of integers of a finite field extension $F$ of $Q_{p}$ and let $O_{K}$ be a complete valuation ring of ran…

math.AG2020

Hodge-Newton filtration for $p$ -divisible groups with ramified endomorphism structure

Andrea Marrama

Let $O_{K}$ be a complete discrete valuation ring of mixed characteristic $(0, p)$ with perfect residue field. We prove the existence of the Hodge-Newton filtration for $p$ -…

The integral Hodge polygon for p-divisible groups with endomorphism structure

Hodge-Newton filtration for p-divisible groups with ramified endomorphism structure

The integral Hodge polygon for $p$ -divisible groups with endomorphism structure

Hodge-Newton filtration for $p$ -divisible groups with ramified endomorphism structure