Diameters of groups

Abstract: The diameter of a finite group $G$ equipped with a generating set $S$ is the smallest number $k$ so that every element of $G$ can be written as a product of at most $k$ elements from $S$. We will take a look at how large or small these diameters can (conjecturally) be, and what the generic situation is like.

group theory

Audience: researchers in the topic

GOThIC - Ischia Online Group Theory Conference

Series comments: Please send a message to andrea.caranti@unitn.it to receive a link to the Zoom room where the conference (a series of talks, actually) takes place.