Add to ORKGLet F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of elliptic curves over F
The motivation for this thesis is two-fold. First we investigate the correspondence between ellipt...
The following theorem is well known to experts. Theorem 0.1. Let E an elliptic curve over a totally ...
In this thesis, we present four problems related to elliptic curves, modular forms, the distribution...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
In this thesis I establish the modularity of a number of elliptic curves defined over quartic CM fie...
In this paper, we establish the modularity of every elliptic curve $E/F$, where $F$ runs over infini...
ABSTRACT. We survey our joint work with Paul Gunnells and Farshid Hajir on a compu-tational investig...
We prove that many representations $\overline{\rho} : \operatorname{Gal}(\overline{K} / K) \to \oper...
The Langlands Programme predicts that a weight 2 newform f over a number field K with integer Hecke ...
The motivation for this thesis is two-fold. First we investigate the correspondence between ellipt...
The following theorem is well known to experts. Theorem 0.1. Let E an elliptic curve over a totally ...
In this thesis, we present four problems related to elliptic curves, modular forms, the distribution...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
Let F be the cyclotomic field of fifth roots of unity. We computationally investigate modularity of ...
In this thesis I establish the modularity of a number of elliptic curves defined over quartic CM fie...
In this paper, we establish the modularity of every elliptic curve $E/F$, where $F$ runs over infini...
ABSTRACT. We survey our joint work with Paul Gunnells and Farshid Hajir on a compu-tational investig...
We prove that many representations $\overline{\rho} : \operatorname{Gal}(\overline{K} / K) \to \oper...
The Langlands Programme predicts that a weight 2 newform f over a number field K with integer Hecke ...
The motivation for this thesis is two-fold. First we investigate the correspondence between ellipt...
The following theorem is well known to experts. Theorem 0.1. Let E an elliptic curve over a totally ...
In this thesis, we present four problems related to elliptic curves, modular forms, the distribution...