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Fourier Analysis and Additive Problems - 2024 Spring (Jan-June)

Organizers Imre Z. Ruzsa , Oriol Serra , Máté Matolcsi, Szilárd Révész, Gergely Kiss, Gábor Somlai
Publication date 2021-08-14

The semester is built around two strongly related topics, Fourier analysis and additive problems.  In the first half of the semester, we will focus on Fourier analysis and its applications in various branches of mathematical analysis. In the second half of the semester the focus will shift to applications of Fourier analysis to problems in additive combinatorics and additive number theory, covering the latest developments in these fields.

The purpose is to bring together researchers from different areas working on problems of similar flavour. The main activities of the semester are the two workshops, the summer school for young researchers, and the research visits of distinguished scholars, as described below:

Winter workshop: Fourier Analysis and its applications

Workshop 1: January 29-February 2, 2024

Research visits at the Rényi Institute: February-May, 2024

Research visits at the Renyi Institute upon invitation of distinguished scholars.

Summer school: Additive Combinatorics

Summer School: June 10-14, 2024

Summer workshop: Additive Combinatorics and Fourier Analysis

Workshop 2: June 17-21, 2024

Imre Z. Ruzsa (Rényi Institute)
Oriol Serra (Polytechnic University of Catalonia)
Máté Matolcsi (Rényi Institute and BME)
Szilárd Révész (Rényi Institute)
Gergely Kiss (Rényi Institute)
Gábor Somlai (ELTE)