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Faculty

  • Sílvia Barbeiro

    silvia@mat.uc.pt

  • Research Area

    Numerical Mathods for PDEs

  • Institution

    University of Coimbra

  • PhD

    Institution: University of Coimbra
    Year: 2005

  • Main research publications

    • Laplace transform – Finite element method for non Fickian flows (with S. GH. Bardeji and J. Ferreira) , Computer Methods in Applied Mechanics and Engineering 261-262 (2013)
    • Stability of finite difference schemes for complex diffusion processes (with A. Araújo and P. Serranho) , SIAM J. Numer. Anal 50 (2012)
    • A priori error estimates for the numerical solution of a coupled geomechanics and reservoir flow model with stress-dependent permeability (with Mary F. Wheeler) , Computational Geosciences To appear (2010)
    • Coupled vehicle-skin models for drug release (with J.A. Ferreira) , Comput. Methods Appl. Mech. Engrg. 198 (2009)
    • Supraconvergent cell-centered scheme for two dimensional elliptic problems , Applied Numerical Mathematics 59 (2009)
  • PhD Students

    • Somayeh Gholami Bardeji On the numerical analysis of non-Fickian flows in porous media co-supervision with José Augusto Ferreira, 2013
    • Maryam Khaksar Ghalati co-supervision with Adérito Araújo, ongoing

Research and Events

Events

  • Representations of fundamental groups of surfaces
    Peter Gothen (CMUP)
    15:30, Room 2.5, UC Math. Dept.
    (Seminar)
    November 23, 2018
  • On the existence of solutions for inextensible string equations
    Ayk Telciyan (student)
    12:30, Room 2.5, UC Math. Dept.
    (Seminar)
    November 23, 2018
  • Boolean representable simplicial complexes
    Maria Inês Couto (student)
    12:00, Room 2.5, UC Math. Dept.
    (Seminar)
    November 23, 2018
  • Campanato spaces and applications in partial differential equations
    David Jesus (student)
    11:30, Room 2.5, UC Math. Dept.
    (Seminar)
    November 23, 2018
  • A mathematical model for a plant circadian oscillator
    Adérito Araújo (CMUC)
    14:00, Room 2.5, UC Math. Dept.
    (Seminar)
    November 28, 2018
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Defended Theses

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