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Faculty

  • Maria Celeste Gouveia

    mcag@mat.uc.pt

  • Research Area

    Generalized inverse theory of structured matrices

  • Institution

    University of Coimbra

  • PhD

    Institution: Coimbra
    Year: 1990

  • Main research publications

    • Khatri-inverse of factorized structured matrices ", AIP Conference Proceedings 1558 (2013)
    • The Hankel pencil Conjecture (with A. Kovacec) ", Linear Algebra and its Applications 431 (2009)
    • On the solution of Sylvester, Lyapunov and Stein equations over arbitrary rings ", International Journal of Pure and Applied Mathematics 24 (2005)
    • Drazin invertibility for matrices over an arbitrary ring (with R. Puystjens) ", Linear Algebra and its Applications 385 (2004)
    • Regular Hankel matrices over integral domains ", Linear Algebra and its Applications 255 (1997)
  • Adittional information

    Associate Professor - Department of Mathematics, Univ. of Coimbra

Research and Events

Events

  • PhD Defense
    Khadijeh Alibabaei - On the profinite topology on groups and tameness of pseudo-varieties of groups
    15h00m - Room FC1 029, Dep. Mathematics, Univ. Porto
    March 1, 2018
  • Research Seminar Program (RSP)
    2017/18 second session
    Room 2.5, DMat UC
    March 9, 2018
  • PhD Defense
    Muhammad Ali Khan - Statistical instability in chaotic dynamics
    Room 031, Dep. Mathematics, Univ. Porto
    March 9, 2018
  • PhD Defense
    Anderson Feitoza Leitão Maia - Sharp regularity for the inhomogeneous porous medium equation
    14:30 - Sala dos Capelos, Univ. Coimbra
    March 21, 2018
More Events

Defended Theses

  • Forward-backward stochastic differential equations and applications
      Rui Manuel Tavares Pinto de Sá Pereira (January 2018)
      Evelina Shamarova
      Margarida Brito
  • Pseudomonads and descent
      Fernando Lucatelli Nunes (January 2018)
      Maria Manuel Clementino
  • Descent theory of (T,V)-categories: global-descent and étale-descent
      Pier Giorgio Basile (September 2017)
      Maria Manuel Clementino
More Theses