In analogy with the classical theory of ordinary differential equations (see e.g. [6], [1], [5]), we define in this paper the notion regular singularity of a Drinfeld mod-ule at infinity. It turns out (Theorem (2.2)) that a Drinfeld module with regular singularity can not have a complex multiplication if the infinite place is of degre
Let F be the function field of an irreducible, smooth, projective curve over a finite field. Let A b...
AbstractLet φ be a Drinfeld module defined over a finite extension K of the rational function field ...
We review the notion of regular singular point of a linear differential equation with meromorphic co...
AbstractThe formal group of an elliptic curve at a finite prime of the field of definition has prove...
AbstractIn this work we find a uniformizer μ of the Drinfeld modular curve X0(T) and prove that sing...
AbstractDrinfeld shows that the p-adic symmetric space Ωn is the moduli space of formal modules endo...
SIGLEAvailable from TIB Hannover: RR 1606(96-60) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - ...
Let A be the coordinate ring of a projective smooth curve over a finite field minus a closed point. ...
AbstractThis paper provides refinements of recent results or Jing Yu on Drinfeld modules. We establi...
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 an analytic proof of the integrality of the j-invariant when the corresponding Drinf...
In his famous paper [4] of 1974, V.G. Drinfeld introduced what he then called "elliptic modules...
AbstractFor every positive integer m, there is a unique Drinfeld modular function, holomorphic on th...
International audienceIn this paper, we study some aspects of the local fields generated by division...
Rapporteurs : B. Angles, A. Pantchichkine. Jury : B. Angles (Univ.Caen), Y. Aubry (Univ.Caen), G. La...
Let F be the function field of an irreducible, smooth, projective curve over a finite field. Let A b...
AbstractLet φ be a Drinfeld module defined over a finite extension K of the rational function field ...
We review the notion of regular singular point of a linear differential equation with meromorphic co...
AbstractThe formal group of an elliptic curve at a finite prime of the field of definition has prove...
AbstractIn this work we find a uniformizer μ of the Drinfeld modular curve X0(T) and prove that sing...
AbstractDrinfeld shows that the p-adic symmetric space Ωn is the moduli space of formal modules endo...
SIGLEAvailable from TIB Hannover: RR 1606(96-60) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - ...
Let A be the coordinate ring of a projective smooth curve over a finite field minus a closed point. ...
AbstractThis paper provides refinements of recent results or Jing Yu on Drinfeld modules. We establi...
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 an analytic proof of the integrality of the j-invariant when the corresponding Drinf...
In his famous paper [4] of 1974, V.G. Drinfeld introduced what he then called "elliptic modules...
AbstractFor every positive integer m, there is a unique Drinfeld modular function, holomorphic on th...
International audienceIn this paper, we study some aspects of the local fields generated by division...
Rapporteurs : B. Angles, A. Pantchichkine. Jury : B. Angles (Univ.Caen), Y. Aubry (Univ.Caen), G. La...
Let F be the function field of an irreducible, smooth, projective curve over a finite field. Let A b...
AbstractLet φ be a Drinfeld module defined over a finite extension K of the rational function field ...
We review the notion of regular singular point of a linear differential equation with meromorphic co...