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Angel Ferrandez

  • Dr
  • University of Murcia Department of Mathematics
  • 12h-indexImpact measure calculated using publication and citation counts. Updated daily.
  • 403CitationsNumber of citations received by Angel's publications. Updated daily.

Other IDs

Research interests

Riemannian and Lorentzian geometry

Co-authors (10)

Publications (5)

  • Equivariant Willmore surfaces in conformal homogeneous three spaces

    • Barros M
    • Ferr?ndez A
    • Garay T
    N/AReaders
    0Citations
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  • Relativistic particles and the geometry of 4-D null curves

    • Ferr?ndez A
    • Gim?nez A
    • Lucas P
    N/AReaders
    9Citations
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  • General helices in the three-dimensional Lorentzian space forms

    • Barros M
    • Ferr?ndez A
    • Lucas P
    • et al.
    N/AReaders
    25Citations
  • Semi-Riemannian constant mean curvature surfaces via its quadric representation

    • Ferr?ndez A
    • Lucas P
    • Mero?o M
    N/AReaders
    0Citations
  • Finite type ruled manifolds shaped on spherical submanifolds

    • Ferr?ndez A
    • Garay O
    • Lucas P
    N/AReaders
    2Citations
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Professional experience

Universidad de Murcia Departamento de Matematicas