Comportement local des fonctions continues sur un compact régulier d'un corps local
Comportement local des fonctions et approximation sur le tore
Comportement local moyen de la fonction de Brjuno
We describe the average behaviour of the Brjuno function Φ in the neighbourhood of any given point of the unit interval. In particular, we show that the Lebesgue set of Φ is the set of Brjuno numbers and we find the asymptotic behaviour of the modulus of continuity of the integral of Φ.
Comportement Moyen du Cardinal de Certains Ensembles de Facteurs Premiers.
Composite covering systems of minimum cardinality.
Composite positive integers whose sum of prime factors is prime
In this note, we show that the counting function of the number of composite positive integers such that is a prime is of order of magnitude at least and at most .
Composite positive integers with an average prime factor
Composite rational functions expressible with few terms
We consider a rational function which is ‘lacunary’ in the sense that it can be expressed as the ratio of two polynomials (not necessarily coprime) having each at most a given number of terms. Then we look at the possible decompositions , where are rational functions of degree larger than 1. We prove that, apart from certain exceptional cases which we completely describe, the degree of is bounded only in terms of (and we provide explicit bounds). This supports and quantifies the intuitive...
Composition de séries formelles et corps de classes
Composition of binary quadratic forms
Composition of binary quadratic forms over integral domains
Composition of norm-type forms.
Composition of quaternary quadratic forms
Compositions of quadratic forms with quadratic, bilinear or Hermitian forms.
Compositions with distinct parts.
Compound Nonlinear Congruential Pseudorandom Numbers.
Compression theorems for periodic tilings and consequences.
Comptage de courbes sur le plan projectif éclaté en trois points alignés
Nous établissons une version de la conjecture de Manin pour le plan projectif éclaté en trois points alignés, le corps de base étant un corps global de caractéristique positive.
Comptage de représentations de groupes de Galois locaux
Comptage exact de discriminants d'extensions abéliennes
Le but de cet article est d’expliquer comment calculer exactement le nombre de classes d’isomorphismes d’extensions abéliennes de en degré inférieur ou égal à et de discriminant majoré par une borne donnée. On parvient par exemple à calculer le nombre de corps cubiques cycliques de discriminant inférieur ou égal à .