The classification of tuples of matrices up to simultaneous conjugation is a classical problem…
Future and Ongoing Seminars
Let $F$ be a family of finite groups closed under taking subgroups, quotients and finite direct…
How much does the universal enveloping algebra of a Lie algebra remember about the Lie algebra…
Past Seminars
In this talk, we will investigate the question of quantitative recurrence for ergodic dynamical…
The specification property, introduced in the 1970s by Bowen in the study of Axiom A…
Conjugacy languages, first introduced by Ciobanu and Hermiller, are a useful tool in…
In this talk, I will explore the connection between algebraic language theory and topos theory,…
In the previous talk, we revisited some general aspects of the representation theory of the Lie…
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…