AbstractWe present results on the size of the smallest maximal partial ovoids and on the size of the smallest maximal partial spreads of the generalized quadrangles W(q) and Q(4,q)
We give a geometric proof of the upper bound of q(2n+1) + 1 on the size of partial spreads in the po...
We prove that in every finite Hermitian polar space of odd dimension and even maximal dimension rho ...
AbstractIn this paper, we show that the largest maximal partial spreads of the hermitian variety H(5...
AbstractWe present results on the size of the smallest maximal partial ovoids and on the size of the...
We present a description of maximal partial ovoids of size q^2-1 of the parabolic quadric Q(4, q) as...
AbstractThis article presents a spectrum result on maximal partial ovoids of the generalized quadran...
In this article, we prove a spectrum result on maximal partial ovoids of the generalized quadrangle ...
We present improved lower bounds on the sizes of small maximal partial ovoids and small maximal part...
AbstractWe present improved lower bounds on the sizes of small maximal partial ovoids and small maxi...
AbstractAssuming a partial spread of T2(O) or T3(O), with deficiency δ, is maximal and using results...
We present improved lower bounds on the sizes of small maximal partial ovoids in the classical hermi...
For n >= 9 , we construct maximal partial line spreads for non-singular quadrics of for every size b...
Several infinite families of (0,α)-sets, α≥1, of finite classical and non-classical generalized quad...
AbstractWe prove that for any integer n in the interval (5q2+4q−1)8⩽n⩽q2−q+2 there is a maximal part...
AbstractA lower bound for the size of a maximal partial spread of H(2n+1,q2) is given. For H(2n+1,q2...
We give a geometric proof of the upper bound of q(2n+1) + 1 on the size of partial spreads in the po...
We prove that in every finite Hermitian polar space of odd dimension and even maximal dimension rho ...
AbstractIn this paper, we show that the largest maximal partial spreads of the hermitian variety H(5...
AbstractWe present results on the size of the smallest maximal partial ovoids and on the size of the...
We present a description of maximal partial ovoids of size q^2-1 of the parabolic quadric Q(4, q) as...
AbstractThis article presents a spectrum result on maximal partial ovoids of the generalized quadran...
In this article, we prove a spectrum result on maximal partial ovoids of the generalized quadrangle ...
We present improved lower bounds on the sizes of small maximal partial ovoids and small maximal part...
AbstractWe present improved lower bounds on the sizes of small maximal partial ovoids and small maxi...
AbstractAssuming a partial spread of T2(O) or T3(O), with deficiency δ, is maximal and using results...
We present improved lower bounds on the sizes of small maximal partial ovoids in the classical hermi...
For n >= 9 , we construct maximal partial line spreads for non-singular quadrics of for every size b...
Several infinite families of (0,α)-sets, α≥1, of finite classical and non-classical generalized quad...
AbstractWe prove that for any integer n in the interval (5q2+4q−1)8⩽n⩽q2−q+2 there is a maximal part...
AbstractA lower bound for the size of a maximal partial spread of H(2n+1,q2) is given. For H(2n+1,q2...
We give a geometric proof of the upper bound of q(2n+1) + 1 on the size of partial spreads in the po...
We prove that in every finite Hermitian polar space of odd dimension and even maximal dimension rho ...
AbstractIn this paper, we show that the largest maximal partial spreads of the hermitian variety H(5...
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