AbstractThis paper provides refinements of recent results or Jing Yu on Drinfeld modules. We establish a multihomogeneous zero estimate for T-module, which enables us to remove a separability assumption in Jing Yu′s version of Baker′s theorem for Drinfeld modules with complex multiplication
Denote by A := F q [T] and k := F q (T). Let φ be a Drinfeld A-module defined on the algebraic closu...
Le travail est constitué de deux chapitres qui ne sont pas liés entre eux. Dans le premier chapitre ...
AbstractFor every positive integer m, there is a unique Drinfeld modular function, holomorphic on th...
AbstractThis paper provides refinements of recent results or Jing Yu on Drinfeld modules. We establi...
International audienceIn this paper, we study some aspects of the local fields generated by division...
AbstractIn this paper we prove several Lehmer type inequalities for Drinfeld modules which will enab...
In analogy with the classical theory of ordinary differential equations (see e.g. [6], [1], [5]), we...
In this paper, we study various ramifications arising from division points of Drinfeld modules, abel...
AbstractWe give an analytic proof of the integrality of the j-invariant when the corresponding Drinf...
We prove explicit reciprocity laws for formal Drinfeld modules defined over local fields of positive...
SIGLEAvailable from TIB Hannover: RR 1606(96-60) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - ...
AbstractWe study the group of extensions in the category of Drinfeld modules and Anderson's t-module...
Le travail est constitué de deux chapitres qui ne sont pas liés entre eux. Dans le premier chapitre ...
AbstractThe formal group of an elliptic curve at a finite prime of the field of definition has prove...
We prove that isogenies between Drinfeld modules over a finite field can be computed in polynomial t...
Denote by A := F q [T] and k := F q (T). Let φ be a Drinfeld A-module defined on the algebraic closu...
Le travail est constitué de deux chapitres qui ne sont pas liés entre eux. Dans le premier chapitre ...
AbstractFor every positive integer m, there is a unique Drinfeld modular function, holomorphic on th...
AbstractThis paper provides refinements of recent results or Jing Yu on Drinfeld modules. We establi...
International audienceIn this paper, we study some aspects of the local fields generated by division...
AbstractIn this paper we prove several Lehmer type inequalities for Drinfeld modules which will enab...
In analogy with the classical theory of ordinary differential equations (see e.g. [6], [1], [5]), we...
In this paper, we study various ramifications arising from division points of Drinfeld modules, abel...
AbstractWe give an analytic proof of the integrality of the j-invariant when the corresponding Drinf...
We prove explicit reciprocity laws for formal Drinfeld modules defined over local fields of positive...
SIGLEAvailable from TIB Hannover: RR 1606(96-60) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - ...
AbstractWe study the group of extensions in the category of Drinfeld modules and Anderson's t-module...
Le travail est constitué de deux chapitres qui ne sont pas liés entre eux. Dans le premier chapitre ...
AbstractThe formal group of an elliptic curve at a finite prime of the field of definition has prove...
We prove that isogenies between Drinfeld modules over a finite field can be computed in polynomial t...
Denote by A := F q [T] and k := F q (T). Let φ be a Drinfeld A-module defined on the algebraic closu...
Le travail est constitué de deux chapitres qui ne sont pas liés entre eux. Dans le premier chapitre ...
AbstractFor every positive integer m, there is a unique Drinfeld modular function, holomorphic on th...
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