This talk starts with a generalization of the formula of Brin and Ka
Upcoming Events
Room FC1 030, DMat-FCUP |
Semigroups, Automata and Languages
A numerical semigroup is just a subset of the non
Speaker: Manuel Delgado
Room 1.09 |
Geometry and Topology
Consider the moduli space $\mathcal{M}(G)$ of $G$-Higgs bundles on a
Speaker: André Oliveira
FC1. 031 |
Dynamical Systems
When a game is played over time, the players can change their action
Speaker: Sofia Castro
Room FC1 030, DMat-FCUP |
Semigroups, Automata and Languages
Two groups are called commensurable if they have isomorphic subgroup
Speaker: Zakharov Alexander
FC1. 031 |
Dynamical Systems
We will discuss 3-dimensional parabolic flows which are renormalised
Speaker: Oliver Butterley
FC1.031 |
Dynamical Systems
In this talk we discuss the dynamics of interval piecewise $\l
Speaker: José Pedro Gaivão
News
Jan 31, 2020
Rogério Reis presented his joint work with Stavros Konstantinidis, António Machiavelo, and Nelma Moreira.
Oct 22, 2018
Célia Borlido was awarded with the Fundação Eng. António de Almeida's prize (civil year of 2018).
The Centre of Mathematics of the University of Porto (CMUP) celebrates it 75th anniversary
Research Areas
Research developed within the Algebra group connects with a variety of (sub)areas of Mathematics and Computer Science…
Analysis is a key area of mathematics, having enormous applications and relations with other areas of mathematics,…
Computers have fundamentally changed the relationship between mathematics, computing and other sciences. Apart from…
The theory of Dynamical Systems has its origin in the qualitative study of ordinary differential equations or…
Geometry is a central area of modern mathematics. The 3 main strands of our work (described by the keywords) are…
Many of CMUP's researchers work on applications of Mathematics to other subjects in science and technology. For some…
The group of Probability and Statistics aggregates researchers from CMUP with the common denominator that they all…
Research in this area ranges from algebraic topics such as semigroups and groups (finite, profinite, or general) to…