AbstractA Kummer theory of division points over rank one Drinfeld A=Fq[T]- modules defined over global function fields was given. The results are in complete analogy with the classical Kummer theory of division points over the multiplicative algebraic group Gm defined over number fields
AbstractLet ρ be a Drinfeld Fq[T]-module defined over a global function field K. Let z∈K be a non-to...
AbstractA formula expressing the Drinfeld discriminant as a product of cyclotomic polynomials is pro...
AbstractWe derive upper bounds on the number of L-rational torsion points on a given elliptic curve ...
AbstractA Kummer theory of division points over rank one Drinfeld A=Fq[T]- modules defined over glob...
AbstractLet φ be a Drinfeld A-module of arbitrary rank and arbitrary characteristic over a finitely ...
AbstractLet ϕ be a Drinfeld A-module of rank r over a finitely generated field K. Assume that ϕ has ...
Let K be a function field with an A-algebra structure. The ring A arises in the definition of the Dr...
Let K be a function field with an A-algebra structure. The ring A arises in the definition of the Dr...
Let K be a function field with an A-algebra structure. The ring A arises in the definition of the Dr...
In this work we generalize the concept of injective module and develop a theory of divisibility for ...
In this work we generalize the concept of injective module and develop a theory of divisibility for ...
AbstractIn the classical theory of numbers, one has the famous theorem of Kummer giving the index of...
AbstractIn the classical theory of numbers, one has the famous theorem of Kummer giving the index of...
AbstractWe prove an analogue of the Manin–Mumford conjecture for Drinfeld modules of generic charact...
AbstractLet K be a finitely generated field of transcendence degree 1 over a finite field, and set G...
AbstractLet ρ be a Drinfeld Fq[T]-module defined over a global function field K. Let z∈K be a non-to...
AbstractA formula expressing the Drinfeld discriminant as a product of cyclotomic polynomials is pro...
AbstractWe derive upper bounds on the number of L-rational torsion points on a given elliptic curve ...
AbstractA Kummer theory of division points over rank one Drinfeld A=Fq[T]- modules defined over glob...
AbstractLet φ be a Drinfeld A-module of arbitrary rank and arbitrary characteristic over a finitely ...
AbstractLet ϕ be a Drinfeld A-module of rank r over a finitely generated field K. Assume that ϕ has ...
Let K be a function field with an A-algebra structure. The ring A arises in the definition of the Dr...
Let K be a function field with an A-algebra structure. The ring A arises in the definition of the Dr...
Let K be a function field with an A-algebra structure. The ring A arises in the definition of the Dr...
In this work we generalize the concept of injective module and develop a theory of divisibility for ...
In this work we generalize the concept of injective module and develop a theory of divisibility for ...
AbstractIn the classical theory of numbers, one has the famous theorem of Kummer giving the index of...
AbstractIn the classical theory of numbers, one has the famous theorem of Kummer giving the index of...
AbstractWe prove an analogue of the Manin–Mumford conjecture for Drinfeld modules of generic charact...
AbstractLet K be a finitely generated field of transcendence degree 1 over a finite field, and set G...
AbstractLet ρ be a Drinfeld Fq[T]-module defined over a global function field K. Let z∈K be a non-to...
AbstractA formula expressing the Drinfeld discriminant as a product of cyclotomic polynomials is pro...
AbstractWe derive upper bounds on the number of L-rational torsion points on a given elliptic curve ...
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