Michel Lavrauw


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RESEARCH

My research is focussed on the areas of combinatorics, algebra, Galois geometry, finite geometry, incidence geometry, finite fields and coding theory. More specifically, arcs in projective spaces, finite semifields (non-associative division algebras), projective planes, Segre varieties, Veronese varieties, geometry of tensor product spaces, translation generalised quadrangles (equivalent to the theory of eggs in projective spaces), polynomial techniques in finite geometry, field reduction techniques, linear sets, MDS codes, MRD codes, and the links between incidence geometry and coding theory.


Check out our FinInG package for computation in Finite Incidence Geometry.

Selection of (recent) talks

Publications

Preprints are available on arXiv.org for most of my published research articles. These preprints may differ from the published version (for which I have signed a copyright agreement). In case you want a reprint of a published article (e.g. for references), you can download the publication from the journal website, or contact me.

Details about my publications can also be found on zbMATH, MathSciNet, Scopus, or Google Scholar.
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