The genus 4 modular curve Xns(11) attached to a non-split Cartan group of level 11 admits a model defined over Q. We compute generators for its function field in terms of Siegel modular functions. We also show that its Jacobian is isomorphic over Q to the new part of the Jacobian of the classical modular curve X0(121)Postprint (author's final draft
We derive equations for the modular curve Xns(11) associated to a non-split Cartan subgroup of GL2(F...
We derive equations for the modular curve Xns(11) associated to a non-split Cartan subgroup of GL2(F...
We derive equations for the modular curve Xns(11) associated to a non-split Cartan subgroup of GL2(F...
The genus 4 modular curve Xns(11) attached to a non-split Cartan group of level 11 admits a model de...
The genus 4 modular curve Xns(11) attached to a non-split Cartan group of level 11 admits a model d...
AbstractLet Yns+(n) be the open non-cuspidal locus of the modular curve Xns+(n) associated to the no...
We extend the explicit quadratic Chabauty methods developed in previous work by the first two author...
We extend the explicit quadratic Chabauty methods developed in previous work by the first two author...
We extend the explicit quadratic Chabauty methods developed in previous work by the first two author...
The mod p representation associated to an elliptic curve is called split/non-split dihedral if its i...
The mod p representation associated to an elliptic curve is called split/non-split dihedral if its i...
We derive equations for the modular curve X-ns(11) associated to a non-split Cartan subgroup of GL(2...
We derive equations for the modular curve X-ns(11) associated to a non-split Cartan subgroup of GL(2...
In this paper, we study quadratic points on the non-split Cartan modular curves Xns(p), for p=7,11, ...
In this thesis, we recall an alternative proof of Merel\u27s conjecture, which asserts that a certai...
We derive equations for the modular curve Xns(11) associated to a non-split Cartan subgroup of GL2(F...
We derive equations for the modular curve Xns(11) associated to a non-split Cartan subgroup of GL2(F...
We derive equations for the modular curve Xns(11) associated to a non-split Cartan subgroup of GL2(F...
The genus 4 modular curve Xns(11) attached to a non-split Cartan group of level 11 admits a model de...
The genus 4 modular curve Xns(11) attached to a non-split Cartan group of level 11 admits a model d...
AbstractLet Yns+(n) be the open non-cuspidal locus of the modular curve Xns+(n) associated to the no...
We extend the explicit quadratic Chabauty methods developed in previous work by the first two author...
We extend the explicit quadratic Chabauty methods developed in previous work by the first two author...
We extend the explicit quadratic Chabauty methods developed in previous work by the first two author...
The mod p representation associated to an elliptic curve is called split/non-split dihedral if its i...
The mod p representation associated to an elliptic curve is called split/non-split dihedral if its i...
We derive equations for the modular curve X-ns(11) associated to a non-split Cartan subgroup of GL(2...
We derive equations for the modular curve X-ns(11) associated to a non-split Cartan subgroup of GL(2...
In this paper, we study quadratic points on the non-split Cartan modular curves Xns(p), for p=7,11, ...
In this thesis, we recall an alternative proof of Merel\u27s conjecture, which asserts that a certai...
We derive equations for the modular curve Xns(11) associated to a non-split Cartan subgroup of GL2(F...
We derive equations for the modular curve Xns(11) associated to a non-split Cartan subgroup of GL2(F...
We derive equations for the modular curve Xns(11) associated to a non-split Cartan subgroup of GL2(F...