Symmetries in the form of actions of groups and Lie algebras have been an important tool for the analysis of physical systems for a very long time. It has been realized only relatively recently that quantum field theories ...

Nonlinear dispersive equations describe nonlinear wave phenomena that arise in many physical systems, for instance, in the context of general relativity, quantum mechanics, or water waves. Linear dispersive equations have ...

This was the first-ever workshop on median geometry and its applications, bringing together the leading experts from areas of pure and applied expertise in fields currently seen as distinct. Invited experts from mathematical ...

The core topic of the workshop was the representation theory of quivers and finite-dimensional (associative) algebras with a focus on internal structures of module categories, preprojective algebras, geometric aspects ...

Quantum information theory deals with the way information can be exchanged using the laws of quantum mechanics. The field is relatively young, but has seen an extaordinary rapid development over the past decade. The ...

Enumerative Combinatorics focuses on the exact and asymptotic counting of combinatorial objects. It is strongly connected to several disciplines, including probability theory, geometry, algebra, statistical physics, computer ...

This workshop focused on recent developments in algebraic number theory. Algebraic number theory is a central area of research in mathematics, and it has a long history. The workshop featured talks on topics ...