Geertrui Van de Voorde

LecturerGeertrui Van de Voorde

Jack Erskine 724
Internal Phone: 95641


Research Interests

My main research interest is finite projective geometry. In particular, I study the interplay between the combinatorial properties of particular sets and their algebraic description. Moreover, I am interested in the links between finite geometry and other areas. Many open problems in coding theory can be translated into a purely geometrical problem. Similarly, examples of (extremal) graphs often arise from finite geometry.

Recent Publications

  • D’haeseleer J., Metsch K., Storme L. and Van de Voorde G. (2017) On the maximality of a set of mutually orthogonal Sudoku Latin Squares. Designs, Codes and Cryptography 84(1-2): 143-152.
  • Rottey S. and Van de Voorde G. (2017) Unitals with many Baer secants through a fixed point. Advances in Geometry 0(0)
  • De Beule J., Heger T., Szonyi T. and Van de Voorde G. (2016) Blocking and double blocking sets in finite planes. The Electronic Journal of Combinatorics 23 2
  • De Boeck M. and Van de Voorde G. (2016) A linear set view on KM-arcs. Journal of Algebraic Combinatorics 44 1: 131-164.
  • Van de Voorde G. (2016) Constructing Minimal Blocking Sets Using Field Reduction. Journal of Combinatorial Designs 24 1: 36-52.