5 papers
Nets of conics containing a double line in , even
Nour Alnajjarine, Michel Lavrauw
This paper completes the classification of nets of conics containing at least one double line in for even. This classification contributes to the classificat…
Linear complete symmetric rank-distance codes
Nour Alnajjarine, Michel Lavrauw
An -linear code of minimum distance is called complete if it is not contained in a larger -linear code of minimum distance . In this paper, we cl…
Webs and squabs of conics over finite fields
Nour Alnajjarine, Michel Lavrauw
This paper is a contribution towards a solution for the longstanding open problem of classifying linear systems of conics over finite fields initiated by L. E. Dickson in 1908, thr…
A classification of planes intersecting the Veronese surface over finite fields of even order
Nour Alnajjarine, Michel Lavrauw
In this paper we contribute towards the classification of partially symmetric tensors in , even, by classifying planes which intersect…
Solids in the space of the Veronese surface in even characteristic
Nour Alnajjarine, Michel Lavrauw, Tomasz Popiel
We classify the orbits of solids in the projective space , even, under the setwise stabiliser of the Veronese surface. For each orbit,…