Copyright © 2003 Elsevier Science Ltd. All rights reserved.M. R. Brown, J. De Beule, and L. Stormehttp://www.elsevier.com/wps/find/journaldescription.cws_home/622824/description#descriptio
We prove the non-existence of maximal partial spreads of size 76 in PG(3, 9). Relying on the classif...
We prove the non-existence of maximal partial spreads of size 76 in PG(3,9). Relying on the classifi...
AbstractIn this paper, we are concerned with three topics in finite geometry which have generated mu...
AbstractA lower bound for the size of a maximal partial spread of H(2n+1,q2) is given. For H(2n+1,q2...
AbstractIn this paper, we show that the largest maximal partial spreads of the hermitian variety H(5...
AbstractPartial t-spreads and translation nets of small deficiency are considered (meaning s > (d−1)...
AbstractThe maximal partial spreads of PG(3,4) were recently classified by Leonard Soicher. Each suc...
We show that a maximal partial spread inPG(3,q) is either a spread or has at most q2 + 1 - Ö{2q}q2+1...
AbstractWe prove that for any integer n in the interval (5q2+4q−1)8⩽n⩽q2−q+2 there is a maximal part...
AbstractWe prove that the deficiency δ of a non-trivial maximal partial spread in PG(3, q) is greate...
AbstractMaximal partial spreads in PG(3,q)q=pk,p odd prime and q⩾7, are constructed for any integer ...
Some constructions of maximal partial spreads of finite classical polar spaces are provided. In part...
We present improved lower bounds on the sizes of small maximal partial ovoids in the classical hermi...
Abstract. We establish that, over certain ground fields, the set of osculating tangents of Cayley’s ...
AbstractWe present results on the size of the smallest maximal partial ovoids and on the size of the...
We prove the non-existence of maximal partial spreads of size 76 in PG(3, 9). Relying on the classif...
We prove the non-existence of maximal partial spreads of size 76 in PG(3,9). Relying on the classifi...
AbstractIn this paper, we are concerned with three topics in finite geometry which have generated mu...
AbstractA lower bound for the size of a maximal partial spread of H(2n+1,q2) is given. For H(2n+1,q2...
AbstractIn this paper, we show that the largest maximal partial spreads of the hermitian variety H(5...
AbstractPartial t-spreads and translation nets of small deficiency are considered (meaning s > (d−1)...
AbstractThe maximal partial spreads of PG(3,4) were recently classified by Leonard Soicher. Each suc...
We show that a maximal partial spread inPG(3,q) is either a spread or has at most q2 + 1 - Ö{2q}q2+1...
AbstractWe prove that for any integer n in the interval (5q2+4q−1)8⩽n⩽q2−q+2 there is a maximal part...
AbstractWe prove that the deficiency δ of a non-trivial maximal partial spread in PG(3, q) is greate...
AbstractMaximal partial spreads in PG(3,q)q=pk,p odd prime and q⩾7, are constructed for any integer ...
Some constructions of maximal partial spreads of finite classical polar spaces are provided. In part...
We present improved lower bounds on the sizes of small maximal partial ovoids in the classical hermi...
Abstract. We establish that, over certain ground fields, the set of osculating tangents of Cayley’s ...
AbstractWe present results on the size of the smallest maximal partial ovoids and on the size of the...
We prove the non-existence of maximal partial spreads of size 76 in PG(3, 9). Relying on the classif...
We prove the non-existence of maximal partial spreads of size 76 in PG(3,9). Relying on the classifi...
AbstractIn this paper, we are concerned with three topics in finite geometry which have generated mu...
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