Departament de Matemàtiques

Departament de Matemàtiques

The Universitat Politècnica de Catalunya. Barcelona Tech (UPC) is a public institution dedicated to higher education and research, specialised in the fields of engineering, architecture and science.

 

The activity that goes on at UPC campuses and schools has made the University a benchmark institution. The University harnesses the potential of basic and applied research, and transfers technology and knowledge to society. These actions make the UPC—in partnership with the productive fabric—an agent and driver of economic and social change.

 

Our researchers are working in laboratories and research centres to increase scientific production, to promote its social value through the transfer of resultsto continue to lead international projects of excellence on our own initiative or in collaboration with research centres and universities around the world.

Futur

Website for the scientific production of UPC researchers
UPCommons

the website that provides open access to the knowledge of UPC

If you are a doctor of Universitat Politècnica de Catalunya and you want to publish your thesis at TDX, contact with tdx@upc.edu. For more information check the frequently asked questions (in Catalan or in Spanish).

Recent Submissions

  • Ruiz Muñoz, José Luis (Date of defense: 18-07-2017)
    A graph consists of a finite non-empty set of vertices and a set of unordered pairs of vertices, called edges. A dominating set of a graph is a set of vertices D such that every vertex not in D is adjacent to some vertex ...
  • Torre Pedraza, Azahara de la (Date of defense: 19-12-2016)
    My research is based on non-local elliptic semilinear equations in conformal geometry. The fractional curvature is defined from the conformal fractional Laplacian and it is a non-local version of some of the classical local ...
  • Casazza, Daniele (Date of defense: 28-10-2016)
    Let K|Q be a number field and let Z(K,s) be its associated complex L-function. The analytic class number formula relates special values of Z(K,s) with algebraic invariants of the field K itself. It admits a Galois equivariant ...
  • Dachs Cadefau, Ferran (Date of defense: 13-06-2016)
    The aim of this memoir is to study multiplier ideals in two-dimensional local rings having at worst rational singularities. We also want to extend this study to the case of mixed multiplier ideals. The main achievements ...
  • Roig Maranges, Abdó (Date of defense: 26-01-2016)
    The traditional way to study algebraic cycles on an algebraic variety uses the Chow groups. However, in the beginnings of the 90's, Blaine Lawson and Eric Friedlander developed a different way to study algebraic cycles on ...

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