2 papers
math.NT2020
Entiers ultrafriables en progressions arithmétiques
Cécile Dartyge, David Feutrie, Gérald Tenenbaum
A natural integer is called -ultrafriable if none of the prime powers occurring in its canonical decomposition exceed . We investigate the distribution of -ultrafriable in…
math.NT2013
Sur la complexité de familles d'ensembles pseudo-aléatoires
Ramachandran Balasubramanian, Cécile Dartyge, Elie Mosaki
In this paper we are interested in the following problem. Let be a prime number, $S\subset \F_p$ and $\cP\subset \{P\in\F_p [X]:°P\le d\}$. What is the largest integer such…