HNN extensions can be used as a way to produce a more complicated group from a simpler one, they…
Future and Ongoing Seminars
A monoid is said to be right noetherian if all of its right congruences are finitely…
Given a set of generators of a finite semigroup, a natural way to show that a…
Past Seminars
I will discuss the outcome of periodic perturbations of attracting cyclic dynamics.
We introduce an algorithm for computing a congruence on an inverse semigroup from a collection…
Nos últimos anos, houve um grande interesse em detectar propriedades do grupo fundamental $\pi_1…
In this talk, we will focus on formations and Fitting classes of groups.
Let $\mathcal{C}\subseteq\mathbb{N}^p$ (for a non-zero natural number $p$) be a non-negative…
This a scientific meeting gathering researchers, PhD students, master students and undergraduate…
It is well-known that the monogenic free inverse semigroup $FI_1$ is not finitely…
Twisted conjugacy is a generalisation of the well-known notion of conjugacy in groups: given two…
In the 1960's. W. Leavitt studied universal algebras which do not satisfy the \emph{Invariant…
In the representation theory of finite-dimensional simple Lie algebras $\mathfrak{g}$, two…
I will give an intro to topological semigroups and the important…
In the context of the theory of Gelfand-Tsetlin modules, Drinfeld categories were introduced in…
Geometric quantization on symplectic manifolds plays an important role in representation theory…
The rational numbers…
In this talk I will talk about some new results for the escape and
hitting statistics for…
The Submonoid Membership problem in a group G asks, given a finitely generated submonoid M of G…
The game of Rock-Paper-Scissors is an instructive example of cyclic competition between…
In this seminar we will talk about results concerning faithful representations of abelian groups…
In this talk I will explain a general mechanism, based on derived symplectic geometry, to glue…