Orders of quadratic extensions of number fields
Orders with a normal basis
Ordinariness in good reductions of Shimura varieties of PEL-type
Ordinary -adic Eisenstein series and -adic -functions for unitary groups
The purpose of this work is to carry out the first step in our four-step program towards the main conjecture for by the method of Eisenstein congruence on , where is an imaginary quadratic field. We construct a -adic family of ordinary Eisenstein series on the group of unitary similitudes with the optimal constant term which is basically the product of the Kubota-Leopodlt -adic -function and a -adic -function for . This construction also provides a different point of view of -adic...
Ordinary reduction of K3 surfaces
Let X be a K3 surface over a number field K. We prove that there exists a finite algebraic field extension E/K such that X has ordinary reduction at every non-archimedean place of E outside a density zero set of places.
Ordnungen von Quaternionenalgebren über lokalen Körpern.
Ordre, convergence et sommabilité de produits de séries de Dirichlet
L’article donne des réponses optimales ou presque optimales aux questions suivantes, qui remontent à Stieltjes, Landau et Bohr, et concernent des séries de Dirichlet
Ordre de Bruhat et transfert : le cas réel
Ordre de grandeur de et de
On étudie sommairement la distribution des valeurs de ( : caractère de Dirichlet primitif réel) et on constate qu’on a en général ; on démontre par ailleurs que si , alors ( : conducteur de ; : constante positive effectivement calculable.
Ordre de transcendance sur
Ordre et indice modulo les puissance d'un idéal premier
Ordre maximal d’un élément du groupe des permutations et «highly composite numbers»
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Orthant spanning simplexes with minimal volume.
Orthogonal Decomposition of Modular Quadratic Forms.
Orthogonal designs II.
Orthogonal polynomials and Ramanujan's -continued fractions.
Orthogonal representations of Galois groups, Stiefel-Whitney classes and Hasse-Witt invariants.
Orthogonal systems in vector spaces over finite fields.