We study base field extensions of ordinary abelian varieties defined over finite fields using the module theoretic description introduced by Deligne. As applications we give algorithms to determine the minimal field of definition of such a variety and to determine whether two such varieties are twists
In this paper we give a module-theoretic description of the isomorphism classes of abelian varieties...
In this paper we give a module-theoretic description of the isomorphism classes of abelian varieties...
In this paper we give a module-theoretic description of the isomorphism classes of abelian varieties...
We study base field extensions of ordinary abelian varieties defined over finite fields using the mo...
In this thesis we address the problem of developing effective algorithms to compute isomorphism clas...
In this thesis we address the problem of developing effective algorithms to compute isomorphism clas...
In this thesis we address the problem of developing effective algorithms to compute isomorphism clas...
AbstractWe study the arithmetic aspects of the finite group of extensions of abelian varieties defin...
In this article we recall how to describe the twists of a curve over a finite field and we show how ...
In this article we recall how to describe the twists of a curve over a finite field and we show how ...
In this article we recall how to describe the twists of a curve over a finite field and we show how ...
In this article we recall how to describe the twists of a curve over a finite field and we show how ...
Deligne and Howe described polarized abelian varieties over finite fields in terms of finitely gener...
Deligne and Howe described polarized abelian varieties over finite fields in terms of finitely gener...
Abelian varieties with complex multiplication lie at the origins of class field theory, and they pla...
In this paper we give a module-theoretic description of the isomorphism classes of abelian varieties...
In this paper we give a module-theoretic description of the isomorphism classes of abelian varieties...
In this paper we give a module-theoretic description of the isomorphism classes of abelian varieties...
We study base field extensions of ordinary abelian varieties defined over finite fields using the mo...
In this thesis we address the problem of developing effective algorithms to compute isomorphism clas...
In this thesis we address the problem of developing effective algorithms to compute isomorphism clas...
In this thesis we address the problem of developing effective algorithms to compute isomorphism clas...
AbstractWe study the arithmetic aspects of the finite group of extensions of abelian varieties defin...
In this article we recall how to describe the twists of a curve over a finite field and we show how ...
In this article we recall how to describe the twists of a curve over a finite field and we show how ...
In this article we recall how to describe the twists of a curve over a finite field and we show how ...
In this article we recall how to describe the twists of a curve over a finite field and we show how ...
Deligne and Howe described polarized abelian varieties over finite fields in terms of finitely gener...
Deligne and Howe described polarized abelian varieties over finite fields in terms of finitely gener...
Abelian varieties with complex multiplication lie at the origins of class field theory, and they pla...
In this paper we give a module-theoretic description of the isomorphism classes of abelian varieties...
In this paper we give a module-theoretic description of the isomorphism classes of abelian varieties...
In this paper we give a module-theoretic description of the isomorphism classes of abelian varieties...
DOI
Add to ORKG