Add to ORKGInternational audienceThe greatest lower bound of the real parts of the roots of a partial sum of the Dirichlet series of Riemann's zeta function is asymptotically equivalent to the opposite of the number of terms of this sum, multiplied by the Napierian logarithm of 2, when this number of terms tends to infinity
International audienceBaez-Duarte reformulated the Riemann hypothesis as a statement about a Hilbert...
International audienceBaez-Duarte reformulated the Riemann hypothesis as a statement about a Hilbert...
AbstractWe generalise Li's criterion, already known for the Riemann zeta function, to a large class ...
International audienceThe greatest lower bound of the real parts of the roots of a partial sum of th...
3rd cycleL'objectif de ce cours est de présenter un panorama de propriétés analytiques et algébrique...
International audienceOn s'intéresse à l'équation de Burgers que l'on perturbe par une diffusion. On...
3rd cycleL'objectif de ce cours est de présenter un panorama de propriétés analytiques et algébrique...
International audienceThe Brjuno function attains a strict global minimum at the golden section
We propose two types of extensions to Hamburger's theorems on the Dirichlet series with functional e...
AbstractWe propose two types of extensions to Hamburger’s theorems on the Dirichlet series with a fu...
6 pagesInternational audienceWe introduce a q-deformation of Dirichlet series : for each s, an opera...
International audienceLet us denote by $\tau(n)$ and $\si(n)$ the number and the sum of the divisors...
Notre contribution sur la technique de normalisation utilisée en commande linéaire adaptative a été ...
International audienceLet us denote by $\tau(n)$ and $\si(n)$ the number and the sum of the divisors...
On prouve l'existence, pour tout poids $k$ et tout niveau $N$ sans facteur carré et sans petit facte...
International audienceBaez-Duarte reformulated the Riemann hypothesis as a statement about a Hilbert...
International audienceBaez-Duarte reformulated the Riemann hypothesis as a statement about a Hilbert...
AbstractWe generalise Li's criterion, already known for the Riemann zeta function, to a large class ...
International audienceThe greatest lower bound of the real parts of the roots of a partial sum of th...
3rd cycleL'objectif de ce cours est de présenter un panorama de propriétés analytiques et algébrique...
International audienceOn s'intéresse à l'équation de Burgers que l'on perturbe par une diffusion. On...
3rd cycleL'objectif de ce cours est de présenter un panorama de propriétés analytiques et algébrique...
International audienceThe Brjuno function attains a strict global minimum at the golden section
We propose two types of extensions to Hamburger's theorems on the Dirichlet series with functional e...
AbstractWe propose two types of extensions to Hamburger’s theorems on the Dirichlet series with a fu...
6 pagesInternational audienceWe introduce a q-deformation of Dirichlet series : for each s, an opera...
International audienceLet us denote by $\tau(n)$ and $\si(n)$ the number and the sum of the divisors...
Notre contribution sur la technique de normalisation utilisée en commande linéaire adaptative a été ...
International audienceLet us denote by $\tau(n)$ and $\si(n)$ the number and the sum of the divisors...
On prouve l'existence, pour tout poids $k$ et tout niveau $N$ sans facteur carré et sans petit facte...
International audienceBaez-Duarte reformulated the Riemann hypothesis as a statement about a Hilbert...
International audienceBaez-Duarte reformulated the Riemann hypothesis as a statement about a Hilbert...
AbstractWe generalise Li's criterion, already known for the Riemann zeta function, to a large class ...