This workshop is mainly devoted to recent developments in Fourier analysis and function spaces.

The summer school is aimed to give an introduction to the theory and the most recent techniques and topics of additive combinatorics dedicated to graduate students and young researchers.

This yearly international workshop brings together young mathematicians, providing in depth introductions to various topics in set theory, leading to questions at the forefront of research.

The topic of the conference is aimed to emphasize the rich interactions between additive combinatorics, harmonic analysis and number theory.

The workshop will be an informal gathering of researchers of related backgrounds (like set theory, dynamics, probability theory, combinatorics, and even theoretical computer science) to cover the latest developments in the area.

The school aims to familiarize young researchers with some of the most recent advances in the theory of ergodic and statistical properties of hyperbolic dynamical systems.

The workshop aims to bring together experts working on the non-equilibrium properties and related phenomena arising in chaotic dynamical systems.

The aim of the school is to study various aspects of fractal geometry, motivated by iterated function systems, dynamical systems and probability theory.

The workshop focuses on the recent developments of geometric measure theory, dimension theory of dynamical systems, the geometry of random and deterministic fractals, and related topics.