Diskontinuierliche arithmetische Gruppen im Funktionenkörperfall.
Distribution des points de petite hauteur dans les groupes multiplicatifs
We prove a new lower bound for the height of points on a subvariety of a multiplicative torus, which lie outside the union of torsion subvarieties of . Although lower bounds for the heights of these points where already known (decreasing multi-exponential function of the degree for Scmhidt and Bombieri–Zannier, [Sch], [Bo-Za], and inverse monomial in the degree by the second author of this note and P. Philippon, [Da-Phi]), our method provesup to an the sharpest conjectures that can be formulated....
Distributions on Toroidal Groups.
Dividing rational points on abelian varieties of CM-type
Division fields of abelian varieties with complex multiplication
Division points on semi-abelian varieties.
Divisor class groups of some 3-dimensional singularities
Divisor classes on Shimura curves rational over local fields.
Double fibres and double covers: paucity of rational points
Drinfeld modules of rank 1 and algebraic curves with many rational points. II
Drinfeld shtukas and applications. (Chtoucas de Drinfeld et applications.)
Dualität bei abelschen Varietäten über reell abgeschlossenen Körpern.
Dualitätssatz für endliche kommutative Gruppenschemata über Kongruenzfunktionenkörpern.
Dualité locale et holonomie pour les -modules arithmétiques
Dualité plate pour les surfaces à coefficients dans un groupe de type multiplicatif
Duality theories for -primary etale cohomology II
Dwork's conjecture on unit root zeta functions.
Dynatomic cycles for morphisms of projective varieties.
Dyson's lemma and a theorem of Esnault and Viehweg.
Effective bounds for Faltings’s delta function
In his seminal paper on arithmetic surfaces Faltings introduced a new invariant associated to compact Riemann surfaces , nowadays called Faltings’s delta function and here denoted by . For a given compact Riemann surface of genus , the invariant is roughly given as minus the logarithm of the distance with respect to the Weil-Petersson metric of the point in the moduli space of genus curves determined by to its boundary . In this paper we begin by revisiting a formula derived in [14],...