1351

Date | 2019-10-04 |
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Speaker | 최도훈 |

Dept. | 고려대 |

Room | 27-325 |

Time | 16:00-18:00 |

The Dirichlet prime number theorem states that if two integers a and b are relatively prime, then there are infinitely many primes of the form an+b. It is a natural question after the Dirichlet theorem to find an upper bound for the smallest prime having the form an+b. Linnik answered the question, which is called 'Linnik problem' now. This problem can be stated in terms of a certain character, and so the Linnik problem is extended to a question on automorphic representations. In this talk, I will talk about application of Langalnds program to the Linnik problem for automorphic representations.

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