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Author(s): Bart De Bruyn
Title: Isometric embeddings of the near polygons $H_n$ and $G_n$ into dual polar spaces
Year: 2013
Status: published
Files: Isom.pdf
Author(s): Jan De Beule, Peter Sziklai, Marcella Takáts
Title: On the structure of the directions not determined by a large affine point set
Year: 2013
Journal: J. Algebraic Combin.
Status: accepted
Keywords: directions in an affine space, partial ovoids, partial geometries
MSC-Classification: 05B25, 51D20, 51E14, 51E20, 51E21
Comment: second revision, DOI: 10.1007/s10801-013-0430-4
Files: DBSZT_rev2.pdf
Author(s): Bart De Bruyn, Frédéric Vanhove
Title: On Q-polynomial regular near 2d-gons
Year: 2013
Status: published
Files: QPol.pdf
Author(s): Bart De Bruyn, Frédéric Vanhove
Title: Inequalities for regular near polygons, with applications to m-ovoids
Year: 2013
Status: published
Files: Inequalities.pdf
Author(s): Jan De Beule
Title: On large maximal partial ovoids of the parabolic quadric $\\q(4,q)$
Year: 2012
Journal: Des. Codes Cryptogr.
Status: published
MSC-Classification: 05B25, 51D20, 51E12, 51E20, 51E21
Files: DBdccrev1.pdf
Springerlink
Author(s): Frank De Clerck, Stefaan De Winter, Thomas Maes
Title: Partial flocks of the quadratic cone yielding Mathon maximal arcs
Year: 2011
Journal: Discrete Mathematics
Status: published
Keywords: maximal arcs, hyperovals
MSC-Classification: 51E21, 51E20, 05B25
Files: PartFlocksPaper.pdf
Author(s): Frank De Clerck, Stefaan De Winter, Thomas Maes
Title: A geometric approach to Mathon maximal arcs
Year: 2011
Journal: Journal of Combinatorial Theory, A
Status: published
Keywords: maximal arcs, hyperovals
MSC-Classification: 51E21
Files: J Comb Theory A 2011 De Clerck.pdf
Author(s): Bart De Bruyn
Title: Two-character sets as subsets of parabolic quadrics
Year: 2011
Status: accepted
Files: nonexistence.pdf
Author(s): Jan De Beule, Anja Hallez, Leo Storme
Title: A characterisation result on a particular class of non-weighted minihypers
Year: 2011
Journal: Des. Codes Cryptogr.
Status: submitted
Keywords: minihypers, Griesmer bound, blocking sets
MSC-Classification: 51E20, 51E21
Files: DeBeuleHallezStorme2011.pdf
Author(s): Kris Coolsaet, Jan De Beule, Alessandro Siciliano
Title: The known maximal partial ovoids of size q2-1 of Q(4,q).
Year: 2011
Journal: J. Comb. Des.
Status: accepted
Keywords: maximal partial ovoid, generalized quadrangle,
parabolic quadric, special linear group, SL(2,q), transitive subset, spread set
Files: CDBSrevision2012jan19.pdf
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