Add to ORKGIn this paper, we study various ramifications arising from division points of Drinfeld modules, abelian T-modules, formal modules, etc.. A motivation for this is to know how many isogeny classes and isomorphism classes of Drinfeld A-modules exist over a finite extension of the fraction field of A. We will see ( cf. Remark (3.4)
Let F be the function field of an irreducible, smooth, projective curve over a finite field. Let A b...
AbstractWe prove an analogue of the Manin–Mumford conjecture for Drinfeld modules of generic charact...
In this paper we study an analogue of a theorem of de Jong on the homomorphisms of Barsotti-Tate gro...
AbstractWe classify isogeny classes of Drinfeld modules over a finite field in terms of Weil numbers...
AbstractLet K be a finitely generated field of transcendence degree 1 over a finite field. Let M be ...
We study isogeny classes of Drinfeld $A$-modules over finite fields $k$ with commutative endomorphis...
19Let $\Phi $ be a Drinfeld $\mathbf{F}_{q}[T]$-module of rank 2, over a finite field $L$, a finite ...
AbstractWe study the group of extensions in the category of Drinfeld modules and Anderson's t-module...
We prove that isogenies between Drinfeld modules over a finite field can be computed in polynomial t...
In this paper, we study the ramification of extensions of a function field generated by division poi...
International audienceIn this paper, we study some aspects of the local fields generated by division...
AbstractLet K be a finitely generated field of transcendence degree 1 over a finite field. Let M be ...
International audienceIn this paper, we study some aspects of the local fields generated by division...
International audienceIn this paper, we study some aspects of the local fields generated by division...
International audienceIn this paper, we study some aspects of the local fields generated by division...
Let F be the function field of an irreducible, smooth, projective curve over a finite field. Let A b...
AbstractWe prove an analogue of the Manin–Mumford conjecture for Drinfeld modules of generic charact...
In this paper we study an analogue of a theorem of de Jong on the homomorphisms of Barsotti-Tate gro...
AbstractWe classify isogeny classes of Drinfeld modules over a finite field in terms of Weil numbers...
AbstractLet K be a finitely generated field of transcendence degree 1 over a finite field. Let M be ...
We study isogeny classes of Drinfeld $A$-modules over finite fields $k$ with commutative endomorphis...
19Let $\Phi $ be a Drinfeld $\mathbf{F}_{q}[T]$-module of rank 2, over a finite field $L$, a finite ...
AbstractWe study the group of extensions in the category of Drinfeld modules and Anderson's t-module...
We prove that isogenies between Drinfeld modules over a finite field can be computed in polynomial t...
In this paper, we study the ramification of extensions of a function field generated by division poi...
International audienceIn this paper, we study some aspects of the local fields generated by division...
AbstractLet K be a finitely generated field of transcendence degree 1 over a finite field. Let M be ...
International audienceIn this paper, we study some aspects of the local fields generated by division...
International audienceIn this paper, we study some aspects of the local fields generated by division...
International audienceIn this paper, we study some aspects of the local fields generated by division...
Let F be the function field of an irreducible, smooth, projective curve over a finite field. Let A b...
AbstractWe prove an analogue of the Manin–Mumford conjecture for Drinfeld modules of generic charact...
In this paper we study an analogue of a theorem of de Jong on the homomorphisms of Barsotti-Tate gro...