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.
The aim of the school is to study various aspects of fractal geometry, motivated by iterated function systems, dynamical systems and probability theory.
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 goal of this workshop is to investigate the connections between various measurements of complexity of lattices (in topological groups) and their co-volume.
The aim of the workshop is to discuss and make progress in open questions regarding the mathematical properties of quantum Rényi divergences and their applications in quantum information theory.