AbstractIn this paper we prove several Lehmer type inequalities for Drinfeld modules which will enable us to prove certain Mordell–Weil type structure theorems for Drinfeld modules
This thesis studies the existence of torsion points of rank 2 Drinfeld modules over finite extension...
Denote by A := F q [T] and k := F q (T). Let φ be a Drinfeld A-module defined on the algebraic closu...
Denote by A := F q [T] and k := F q (T). Let φ be a Drinfeld A-module defined on the algebraic closu...
AbstractWe give a lower bound for the local height of a nontorsion element of a Drinfeld module
AbstractIn this paper we prove several Lehmer type inequalities for Drinfeld modules which will enab...
AbstractWe give a lower bound for the local height of a nontorsion element of a Drinfeld module
International audienceWe use diophantine approximation to bound from below the canon-ical height on ...
International audienceWe use diophantine approximation to bound from below the canon-ical height on ...
Le travail est constitué de deux chapitres qui ne sont pas liés entre eux. Dans le premier chapitre ...
AbstractWe derive upper bounds on the number of L-rational torsion points on a given elliptic curve ...
Lehmer's problem consists in finding lower bounds for the Weil height of an algebraic number in term...
Lehmer's problem consists in finding lower bounds for the Weil height of an algebraic number in term...
AbstractWe prove an analogue of the Manin–Mumford conjecture for Drinfeld modules of generic charact...
Lehmer's problem consists in finding lower bounds for the Weil height of an algebraic number in term...
Le travail est constitué de deux chapitres qui ne sont pas liés entre eux. Dans le premier chapitre ...
This thesis studies the existence of torsion points of rank 2 Drinfeld modules over finite extension...
Denote by A := F q [T] and k := F q (T). Let φ be a Drinfeld A-module defined on the algebraic closu...
Denote by A := F q [T] and k := F q (T). Let φ be a Drinfeld A-module defined on the algebraic closu...
AbstractWe give a lower bound for the local height of a nontorsion element of a Drinfeld module
AbstractIn this paper we prove several Lehmer type inequalities for Drinfeld modules which will enab...
AbstractWe give a lower bound for the local height of a nontorsion element of a Drinfeld module
International audienceWe use diophantine approximation to bound from below the canon-ical height on ...
International audienceWe use diophantine approximation to bound from below the canon-ical height on ...
Le travail est constitué de deux chapitres qui ne sont pas liés entre eux. Dans le premier chapitre ...
AbstractWe derive upper bounds on the number of L-rational torsion points on a given elliptic curve ...
Lehmer's problem consists in finding lower bounds for the Weil height of an algebraic number in term...
Lehmer's problem consists in finding lower bounds for the Weil height of an algebraic number in term...
AbstractWe prove an analogue of the Manin–Mumford conjecture for Drinfeld modules of generic charact...
Lehmer's problem consists in finding lower bounds for the Weil height of an algebraic number in term...
Le travail est constitué de deux chapitres qui ne sont pas liés entre eux. Dans le premier chapitre ...
This thesis studies the existence of torsion points of rank 2 Drinfeld modules over finite extension...
Denote by A := F q [T] and k := F q (T). Let φ be a Drinfeld A-module defined on the algebraic closu...
Denote by A := F q [T] and k := F q (T). Let φ be a Drinfeld A-module defined on the algebraic closu...
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