Nirvana Coppola

collaborators

3 papers

math.GT2019

Markov's Theorem

Matteo Barucco, Nirvana Coppola

This survey consists of a detailed proof of Markov's Theorem based on Joan Birman's book "Braids, Links, and Mapping Class Groups" and Carlo Petronio's classes. It was part of an e…

math.NT2019

Wild Galois representations: elliptic curves over a $2$ -adic field with non-abelian inertia action

Nirvana Coppola

In this paper we present a description of the Galois representation attached to an elliptic curve defined over a $2$ -adic field $K$ , in the case where the image of inertia is non-a…

math.NT2018

Wild Galois Representations: Elliptic curves over a $3$ -adic field

Nirvana Coppola

Given an elliptic curve $E$ over a local field $K$ with residue characteristic $3$ , we investigate the action of the absolute Galois group of $K$ in the case of potentially good re…

Markov's Theorem

Wild Galois representations: elliptic curves over a 2-adic field with non-abelian inertia action

Wild Galois Representations: Elliptic curves over a 3-adic field

Wild Galois representations: elliptic curves over a $2$ -adic field with non-abelian inertia action

Wild Galois Representations: Elliptic curves over a $3$ -adic field