For more information about this meeting, contact Robert Vaughan.

Title: | Primes in arithmetic progressions to sparse moduli II |

Seminar: | Algebra and Number Theory Seminar |

Speaker: | Roger Baker, Brigham Young University |

Abstract: |

One of the most important tools of analytic number theory is the
Bombieri-Vinogradov theorem which predicts the number of primes up to x in an arithmetic progression of modulus q, for q up to x^c, c<1/2, apart from a relatively small set of exceptions q. But the theorem says nothing about the exceptions q that are, say, squares. We see what can be done about this, in two connected talks. |

### Room Reservation Information

Room Number: | MB106 |

Date: | 10 / 13 / 2011 |

Time: | 11:15am - 12:05pm |