Drinfeld-Anderson shtukas and uniformization of -motives via Sato Grassmannians.
Drunken man infinite words complexity
In this article, we study the complexity of drunken man infinite words. We show that these infinite words, generated by a deterministic and complete countable automaton, or equivalently generated by a substitution over a countable alphabet of constant length, have complexity functions equivalent to n(log2n)2 when n goes to infinity.
Du facteur constant dans l’expression de en produit illimité
Du premier cas du theoreme de Fermat
Dual cones and the Voronoi algorithm.
Dualitätssatz für endliche kommutative Gruppenschemata über Kongruenzfunktionenkörpern.
Dualité de Langlands quantique
Un survol des conjectures de Drinfeld, Beilinson, Gaitsgory et al. et de résultats de Gaitsgory sur la correspondance de Langlands quantique.
Dualité sur un corps local à corps résiduel algébriquement clos
Duality for digital nets and its applications
Duality theorems for -extensions of algebraic number fields
Duality triads of higher rank: Further properties and some examples
It is shown that duality triads of higher rank are closely related to orthogonal matrix polynomials on the real line. Furthermore, some examples of duality triads of higher rank are discussed. In particular, it is shown that the generalized Stirling numbers of rank r give rise to a duality triad of rank r.
Dualization in algebraic K-theory and the invariant e¹ of quadratic forms over schemes
In the classical Witt theory over a field F, the study of quadratic forms begins with two simple invariants: the dimension of a form modulo 2, called the dimension index and denoted e⁰: W(F) → ℤ/2, and the discriminant e¹ with values in k₁(F) = F*/F*², which behaves well on the fundamental ideal I(F)= ker(e⁰). Here a more sophisticated situation is considered, of quadratic forms over a scheme and, more generally, over an exact category with duality. Our purposes are: ...
Ducci sequences in higher dimensions.
Důkaz jedné věty o binomických součinitelích pomocí počtu pravděpodobnosti
Důkaz věty, že existuje nekonečně mnoho kmenných čísel , je-li kmenné
D'une mesure d'approximation simultanee a une mesure d'irrationalite: le cas de Γ(1/4) et Γ(1/3)
Durchschnitte von Pjateckij-Shapiro-Folgen.
Durfee polynomials.
Dvě poučky o kuželosečkách
Dvě poznámky k teorii číselné