Grup i centres de Recerca (Acordió)
Contact: Josep Maria Olm
Objectives
The aim of the group is to contribute to the progress of scientific knowledge, the training of
specialized personnel and the diffusion of technological advances, in the field of modeling and
control of complex systems, and its application to problems related to the generation,
conditioning, management and storage of electrical energy.
Web
Contact: Francesc Pozo
Objectives
CoDAlab is an active group at an interdisciplinary intersection of areas such as applied
mathematics, systems engineering and control, energy, or biomedical engineering. Research
within CoDAlab progresses in two interrelated directions: a theoretical one, providing insights to
the state of the art; and an applied one, developing useful tools in real-world systems, especially
in mechanical systems, civil engineering, and more recently, in the field of biomedical
engineering.
Web
Contact: Miquel Àngel Fiol
Objectives
The research group has a wide range of interests including Extremal Problems in Combinatorics
and Graph Theory, Algebraic Graph Theory, Additive Combinatorics, Graph coloring, Graph
labelings and decompositions, Combinatorial Geometry, Geomteric and Combinatorial Group
Theory or Complex Networks.
Web
https://futur.upc.edu/COMBGRAPH
Contact: Clemens Huemer
Objectives
Computational geometry is a discipline that lies between mathematics and theoretical computer
science. The research group DCCG studies problems from computational geometry and its
applications, discrete and combinatorial geometry, and graph theory. We also study structural and
geometric aspects of graphs/networks.
Web
Contact: Jaume Sanz
Objectives
Research and development in the field of precise GNSS navigation (GPS, GLONASS,
GALILEO and SBAS) and earth observation (atmospheric sounding of the ionosphere and
troposphere). Modelling of earth-science processes and systems, including biotechnology.
Web
Contact: Marc Noy
Objectives
The aim is to carry out research in the fields of enumerative combinatorics, algebraic
combinatorics and graph theory.
Web
Contact: Eva Miranda
Objectives
The general objective of the group is to study properties of mathematical structures of a
geometric type, such as algebraic, symplectic, differential varieties, etc., and it is intended to do
so from different points of view (global, local, dynamic, facing the applications) and using
different techniques (geometric, algebraic, topological, arithmetic, differential and
computational).
Web
Contact: Ramon Quintanilla
Objectives
The main aim of the research group is to study thermomechanical problems that can be modelled
in terms of partial differential equations. The group field of interest is broad, however, and
includes not only thermal problems but also other subjects that can be modelled in terms of
initial and boundary value problems.
Web
Contact: Xavier Cabré
Objectives
The aims of the present Research Group are the study of several subjects in the field of Partial
Differential Equations and their applications, also combined with the study of other
mathematical tools to deal with some specific models. A particular emphasis is put into models
that come from Physics, Mathematical Biology, and technological applications.
Web
Contact: Maria Rosa Massa
Objectives
The group's aims are as follows:
a) to carry out and promote research on the history of science and technology;
b) to disseminate the results of research to the School of Industrial Engineering, to the Technical University of Catalonia and to the academic world in general;
c) to lend support to the teaching and research activities of the units and groups of the Technical University of Catalonia;
d) to foster the conservation, recovery, reuse and study of our cultural and technical heritage.
Web
Contact: Jorge Luis Villar
Objectives
The main goal of the research group is the study of mathematical problems in cryptology. The main research areas are the following: distributed cryptography and secure protocols. The groups working on cryptographic protocols have to share secret information. Multi-party computation and secret-sharing schemes are also studied. The aim of secure cryptographic protocolsis to analyse and design efficient and secure protocols, both for encryption and for digital signatures.
Web
Contact: María José Jimenez
Objectives
The research activities carried out in the working group MAPTHE framed in the context of discrete mathematics, specifically in the study of parameters that report on connectivity and structural properties of networks. The techniques used by the group comes from the fields of Combinatorics and Discrete Potential Theory.
Web
Contact: M. Isabel Garcia Planas
Objectives
The group's activity is framed in Systems Theory, with the systematic use of geometric techniques. The project intersects two lines of work: the A-invariant subspaces and bimodal, switched and multi-agent systems. Another problem to study is that of decoupling the perturbations of dynamic networks trying to design a feedback to make the closed-loop system decoupled where the controlled invariant subspaces they play a key role.
Web
Contact: Marta Peña
Objectives
This research group aims to promote the STEM (Science, Technology, Engineering and Mathematics) disciplines from their social side. One way to achieve greater motivation of STEM students, from a didactic point of view, is through contextualization, illustrating the teaching of basic sciences through technological or engineering applications.
Web
Contact: Joan Carles Lario
Objectives
The group aims to carry out research in number theory and arithmetic geometry.
Web
Contact: Tere M. Seara
Objectives
The research activity is aimed at the development of analytical and numerical methods for dynamic systems, enjoying scientific leadership in several topics, such as Integrability, Invariant objects, K.A.M. Theory, Plane vector fields and applications to neuroscience, Poincaré-Melnikov Method, Splitting exponentially small separations, Diffusion, Celestial Mechanics and Astrodynamics.
Web
Share: