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UID:20250802T222039EDT-4238sSgRvj@132.216.98.100
DTSTAMP:20250803T022039Z
DESCRIPTION:On prime numbers with as many ones as zeros in their binary exp
 ansion.\n\nDrmota\, Mauduit and Rivat showed in 2009 that the set $E$ of p
 rime numbers with as many ones as zeros in their binary expansion is infin
 ite (they actually gave an asymptotic formula for $sharp E cap [1\,N]$ for
  $N>2$). We prove that for every irrational number $eta$\, the sequence $(
 eta p)_{pin E}$ is uniformly distributed modulo 1. This is a joint work wi
 th Christian Mauduit and Joël Rivat (Université d’Aix-Marseille).\n
DTSTART:20161006T180000Z
DTEND:20161006T193000Z
LOCATION:9th Floor\, CA\, QC\, Montreal\, H3G 1M8\, Library Building Concor
 dia\, 1400 de Maisonneuve West
SUMMARY:Bruno Martin\, Université du Littoral
URL:/mathstat/channels/event/bruno-martin-universite-d
 u-littoral-263269
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