Lectures & Talks

Webinar in Number Theory : French-Korea (2021)

suhyeon cho
2021-09-30 11:50
SPEAKER : YoungJu Choie (POSTECH), Bo-Hae Im (KAIST), Laurent Berger (ENS de Lyon)

DATE : Every 1st and 3rd Monday of every month

Link :
  • Every 1st and 3rd Monday of every month: a 50 mn talk
  • French time: 10:00-11:00,   Korean time: 17:00-18:00
    (Winter time, 2021/10/31 - 2022/03/27, French time: 9:00-11:00,   Korean time: 17:00-18:00)
  • Zoom link: ask the organizers
Forthcoming speakers
  • 2021/11/22: Lucile Devin (Université du Littoral)
    Title: Chebyshev's bias and sums of two squares

    Abstract: Studying the secondary terms of the Prime Number Theorem in Arithmetic Progressions, Chebyshev claimed that there are more prime numbers congruent to 3 modulo 4 than to 1 modulo 4. We will explain and qualify this claim following the framework of Rubinstein and Sarnak. Then we will see how this framework can be adapted to other questions on the distribution of prime numbers. This will be illustrated by a new Chebyshev-like claim : "for more than half of the prime numbers that can be written as a sum of two squares, the odd square is the square sof a positive integer congruent to 1 mod 4.
  • 2021/12/20: (will be sent soon)
    Title: (will be sent soon)

    Abstract: (will be sent soon)
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