Seminars

We study flows on polytopes whose dynamics leave all faces of the polytope invariant.  We assume th

We consider discrete time dynamical systems and show the linking between Extreme Value Laws and Hitt

In this talk, we discuss the problem of classifying the closed and transitive homeomorphism groups

There are two traditional approaches to the free inverse semigroup. Scheiblich’s approach as pairs

In the study of pattern formation in symmetric physical systems a 3-dimensional structure in thin do

Considere-se um polígono convexo. Dado um ponto x no complementar  do polígono existe uma única

In this talk, we will study some aspects of the categories of topological semi-abelian algebras. In

Impulsive dynamical systems may be interpreted as suitable mathematical models of real world phenome

The problem of computing kernels of finite semigroups goes back to the early seventies and became po

Our talk is concerned with the study of dynamical systems which are piecewise contraction maps (PC m

The study of finite semigroups has its roots in Theoretical Computer Science. In particular, in the

Let G be a complex reductive Lie group, and consider Higgs(G) the moduli space of G-Higgs bundles. T

The pseudovariety DA has a huge number of characterizations from very different areas - including al

Character varieties parametrize representations of the fundamental group of a variety into complex

Character varieties are spaces of representations of finitely presented groups into real reductive L

After an introduction on classical function spaces, we introduce spaces of Besov and Triebel-Lizorki

The (Schottky) uniformization of Riemann surfaces motivated the search of a parametrization of holom

Heteroclinic Phenomena: the role of symmetry is a one-day meeting bringing together both experts and

It is often relatively easy to identify and classify large classes of robust heteroclinic networks a

Randomness is ubiquitous in nature. From single-molecule biochemical reactions to macroscale biologi