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Results 181 - 190 from 273

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Author(s): Jan De Beule, Klaus Metsch
Title: The maximum size of a partial spread in H(5,q^2) is q^3+1
Year: 2005
Journal: J. Combin. Theory Ser. A.
Status: published
Keywords: polar space, Hermitian variety, spread
Comment: final version (http://dx.doi.org/10.1016/j.jcta.2006.08.005)
Files: dbmh5q.pdf
JCTA Homepage (ScienceDirect)


Author(s): Jan De Beule, Leo Storme
Title: Blocking all generators of Q^+(2n+1,3), n >= 4
Year: 2005
Journal: Designs, Codes and Cryptography
Status: published
Keywords: hyperbolic quadric, blocking sets
Comment: final version (10.1007/s10623-005-5034-0)
Files: debeulestormedcc_rev2.pdf
DCC Homepage (SpringerLink)


Author(s): Jan De Beule, Andras Gacs
Title: Complete arcs on the parabolic quadric Q(4, q)
Year: 2005
Journal: Finite Fields Appl.
Status: published
Keywords: maximal arc, generalized quadrangle, parabolic quadric
MSC-Classification: 05B25, 51E12, 51E20, 51E21
Comment: final version (http://dx.doi.org/10.1016/j.ffa.2007.09.002)
Files: arcs.pdf
FFA Homepage (ScienceDirect)


Author(s): Nick Gill
Title: Polar spaces and embeddings of classical groups
Year: 2005
Status: submitted
MSC-Classification: 11E57, 51A50
Files: classicalpaper.pdf


Author(s): Miroslava Cimrakova, Stefaan De Winter, Veerle Fack, Leo Storme
Title: On the smallest maximal partial ovoids and spreads of the generalized quadrangles W(q) and Q(4,q)
Year: 2005
Journal: European J. Combin.
Status: accepted
Files: artstefaanveerlemirkaleo7.pdf


Author(s): An De Wispelaere, Hendrik Van Maldeghem
Title: Unitals in the Holz-design on 28 points
Year: 2005
Status: published
Keywords: Holz-design, unital, generalized quadrangles
MSC-Classification: 51E12
ScienceDirect - DOI


Author(s): Koen Thas
Title: A remark concerning certain union-closed families
Year: 2005
Journal: Disc. Math.
Status: submitted
Comment: set theory


Author(s): Koen Thas
Title: Topics in Finite and Algebraic Geometry
Year: 2005
Journal: Atti Sem. Mat. Fis. Univ. Modena
Status: submitted


Author(s): Koen Thas
Title: Elation Generalized Quadrangles of Order $(q,q^2)$, $q$ Even, with a Classical subGQ of Order $q$ Co
Year: 2005
Journal: Adv. Geom.
Status: accepted
Keywords: elation, generalized quadrangle


Author(s): Koen Thas
Title: Determination of Elation Generalized Quadrangles with Distinct Elation Points
Year: 2005
Journal: J. Algebraic Combin.
Status: accepted
Keywords: elation, generalized quadrangles


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