10:00 à 12:00
Conférencier invité

Three-Term Arithmetic Progressions, the Slice Rank Polynomial Method and the Erdös-Ginzburg-Ziv Problem (1)

Lisa Sauermann
Amphithéâtre Guillaume Budé, Site Marcelin Berthelot
En libre accès, dans la limite des places disponibles
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Résumé

The first lecture will give an overview over the problem of estimating the maximum possible size of a three-term progression free subset of F_p^n for a fixed prime p and large n, as well as over the analogous problem in {1,…,N}. 
More specifically, the lecture will discuss the known bounds for these problems, and give a proof outline for recent lower bounds (obtained in joint work with Elsholtz, Hunter, and Proske).