Add to ORKGAbstract. In this paper we describe calculations which distinguish between two possibilities for Galois representations in examples given by Ash, Doud, and Pollack of a generalization of a conjecture of Serre. Our calculations allow us to strengthen the evidence for this conjecture. 1
Abstract. In this paper we extend a conjecture of Ash and Sinnott relating niveau one Galois represe...
We prove some new cases of the weight part of Serre's conjectures for mod p Galois representati...
A generalization of Serre’s Conjecture asserts that if F is a totally real field, then certain chara...
AbstractWe consider linear representations of the Galois groups of number fields in two different ch...
Serre’s conjecture relates two-dimensional odd irreducible Galois rep-resentations over F̄p to modul...
In this thesis, we explore two conjectures about Galois representations. The first one is the Tate ...
Serre’s conjecture relates two-dimensional odd irreducible characteris-tic p representations to modu...
We prove the explicit version of the Buzzard–Diamond–Jarvis conjecture formulated by Dembele et al. ...
Abstract. We state conjectures on the relationships between automorphic representations and Galois r...
A generalization of the weight part of Serre's conjecture asks for which Serre weights a given mod p...
This document consists of rough notes for a talk given at the Luminy conference on Serre’s conjectur...
Galois Theory plays a key role in many mathematical disciplines, such as number theory, algebra, top...
Abstract. We prove the Breuil–Mézard conjecture for 2-dimensional poten-tially Barsotti–Tate repres...
AbstractWe present six examples of 3-dimensional mod p Galois representations of projective type A6 ...
NoFinite quantum systems in which the position and momentum take values in the Galois field GF(p), a...
Abstract. In this paper we extend a conjecture of Ash and Sinnott relating niveau one Galois represe...
We prove some new cases of the weight part of Serre's conjectures for mod p Galois representati...
A generalization of Serre’s Conjecture asserts that if F is a totally real field, then certain chara...
AbstractWe consider linear representations of the Galois groups of number fields in two different ch...
Serre’s conjecture relates two-dimensional odd irreducible Galois rep-resentations over F̄p to modul...
In this thesis, we explore two conjectures about Galois representations. The first one is the Tate ...
Serre’s conjecture relates two-dimensional odd irreducible characteris-tic p representations to modu...
We prove the explicit version of the Buzzard–Diamond–Jarvis conjecture formulated by Dembele et al. ...
Abstract. We state conjectures on the relationships between automorphic representations and Galois r...
A generalization of the weight part of Serre's conjecture asks for which Serre weights a given mod p...
This document consists of rough notes for a talk given at the Luminy conference on Serre’s conjectur...
Galois Theory plays a key role in many mathematical disciplines, such as number theory, algebra, top...
Abstract. We prove the Breuil–Mézard conjecture for 2-dimensional poten-tially Barsotti–Tate repres...
AbstractWe present six examples of 3-dimensional mod p Galois representations of projective type A6 ...
NoFinite quantum systems in which the position and momentum take values in the Galois field GF(p), a...
Abstract. In this paper we extend a conjecture of Ash and Sinnott relating niveau one Galois represe...
We prove some new cases of the weight part of Serre's conjectures for mod p Galois representati...
A generalization of Serre’s Conjecture asserts that if F is a totally real field, then certain chara...