Sofic Groups


Sofic groups, by their nature, bridge divides between various areas of pure mathematics: geometric group theory, dynamical systems, operator algebras. This is a very promising class of groups whose recent genesis and modern understanding of geometric, asymptotic, and algebraic structures already generates new examples and investigations in analytic properties of groups. It appears to be necessary to develop their study further and investigate connections with geometric group theory, topology, and dynamics.   [LaWiNe poster]

Swiss-Austrian programme supported by
Sinergia grant CRSI22-130435 of the
Swiss National Science foundation

The LaWiNe seminar

We meet once a month, successively in each of the three locations.
(Click on titles for abstracts)

Download the LaWiNe poster!

Our three teams: