AbstractWe classify isogeny classes of Drinfeld modules over a finite field in terms of Weil numbers. A precise result on isomorphism classes in an isogeny class is given for rank 2 Fr[T]-modules
This paper gives an explicit formula for the size of the isogeny class of a Hilbert-Blumenthal abeli...
AbstractWe prove that any abelian variety with CM by OL of characteristic p is defined over a finite...
AbstractThe formal group of an elliptic curve at a finite prime of the field of definition has prove...
In this paper, we study various ramifications arising from division points of Drinfeld modules, abel...
We prove that isogenies between Drinfeld modules over a finite field can be computed in polynomial t...
19Let $\Phi $ be a Drinfeld $\mathbf{F}_{q}[T]$-module of rank 2, over a finite field $L$, a finite ...
AbstractLet K be a finitely generated field of transcendence degree 1 over a finite field. Let M be ...
AbstractWe study modular polynomials classifying cyclic isogenies between Drinfeld modules of arbitr...
We study isogeny classes of Drinfeld $A$-modules over finite fields $k$ with commutative endomorphis...
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...
AbstractThis paper gives an explicit formula for the size of the isogeny class of a Hilbert–Blumenth...
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...
This paper gives an explicit formula for the size of the isogeny class of a Hilbert-Blumenthal abeli...
AbstractWe prove that any abelian variety with CM by OL of characteristic p is defined over a finite...
AbstractThe formal group of an elliptic curve at a finite prime of the field of definition has prove...
In this paper, we study various ramifications arising from division points of Drinfeld modules, abel...
We prove that isogenies between Drinfeld modules over a finite field can be computed in polynomial t...
19Let $\Phi $ be a Drinfeld $\mathbf{F}_{q}[T]$-module of rank 2, over a finite field $L$, a finite ...
AbstractLet K be a finitely generated field of transcendence degree 1 over a finite field. Let M be ...
AbstractWe study modular polynomials classifying cyclic isogenies between Drinfeld modules of arbitr...
We study isogeny classes of Drinfeld $A$-modules over finite fields $k$ with commutative endomorphis...
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...
AbstractThis paper gives an explicit formula for the size of the isogeny class of a Hilbert–Blumenth...
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...
This paper gives an explicit formula for the size of the isogeny class of a Hilbert-Blumenthal abeli...
AbstractWe prove that any abelian variety with CM by OL of characteristic p is defined over a finite...
AbstractThe formal group of an elliptic curve at a finite prime of the field of definition has prove...
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