Arround additive combinatorics

• Candida Bowtell (University of Birmingham): TBA

Abstract: TBA

• Katherine Thomas  (University of Oxford): TBA

Abstract: TBA

• Mengdi Wang (EPFL): Green-Tao theorem in sparse primes

Abstract: In this talk, I will introduce a new quantitative dense model that improves the bounds of Gowers (2010) and Reingold et al. (2008). I will then discuss potential applications of this dense model to arithmetic questions, such as refining quantitative bounds in the Green--Tao theorem for primes. This is based on joint work with Joni Teräväinen.

• Emma Weschler (University of Lille): Generalizing Strong Uncertainty Principle to finite abelian group

Abstract: I will present in this talk the evolution of the study of Strong Uncertainty Principle over finite abelian groups, that is an inequality linking additively the size of the support of a function and its Fourier Transform. Initiated by Tao in 2005 on finite fields of prime order, this notion has been generalized by Garcia, Karaali and Katz in 2021 for functions defined on a general finite field, satistfying a certain symmetry condition with respect to a subgroup of the non zero elements. Recently, I have generalized this framework to a general finite abelian group, and I will present some results on the group of the intergers modulo n, for a non prime n. 

• Mieke Etine Wessel (Inria Saclay): TBA

Abstract: TBA

This mini-symposium will take place during the 2026 European Women in Mathematics General Meeting, in Warwick (UK), on thursday afternoon (03/08/2026).  For more information on the general event, see the link: https://sites.google.com/europeanwomeninmaths.org/ewm2026warwick/home

This mini-symposium is organized by Emma Weschler, contact: firstname[dot]lastname[at]univ-lille[dot]fr