- Speaker:
**Jakub Gismatullin** - Title:
**On bounded simplicity of groups of geometric and combinatorial origin** - Date: Tuesday 12th May 2015
- Time: 2pm
- Location: MALL

A group $G$ is simple if, for any elements $f,g\in G$ with $g\neq 1$, $f$ is a product of finitely many conjugates of $g$. If this finite number is bounded by $N$ (independently on $f$ and $g$) we call $G$