DOIAbstract
Some infinite families of minimal blocking sets on Hermitian generalized quadrangles are constructed
Some infinite families of minimal blocking sets on Hermitian generalized quadrangles are constructed
AbstractIn this paper the most natural questions concerning the blocking sets in the line Grassmanni...
Several infinite families of (0,α)-sets, α≥1, of finite classical and non-classical generalized quad...
Abstract: Bruen and Thas proved that the size of a large minimal blocking set is bounded by q ffiff...
Some infinite families of minimal blocking sets on Hermitian generalized quadrangles are constructed
An infinite family of minimal blocking sets of H(3, q2) is constructed for even q, with links to Cev...
We construct minimal blocking sets with respect to generators on the Hermitian surfaces H(n,q2) when...
The generalized quadrangle $Q(4,q)$ arising from the parabolic quadric in $PG(4,q)$ always has an ov...
We construct minimal blocking sets with respect to generators on the Her-mitian surfaces H(n, q2) wh...
AbstractIn this paper we characterize the GF(q)-linear blocking sets in PG(2,qt) of maximal size and...
AbstractA Hermitian design H(q) consists of the points and Hermitian unitals of PG(2,q2). A committe...
In this paper we provide a generalisation the MPS construction of a blocking set of PG(r, qn) using ...
The size of large minimal blocking sets is bounded by the Bruen–Thas upper bound. The bound is sha...
Let S be a Desarguesian (n-1)-spread of a hyperplane ∑ of PG(rn, q). Let Ω and B̄ be, respectively, ...
In this paper we collect results on the possible sizes of k-blocking sets. Since previous surveys fo...
AbstractWe construct minimal blocking sets with respect to generators on the Hermitian surfaces H(n,...
AbstractIn this paper the most natural questions concerning the blocking sets in the line Grassmanni...
Several infinite families of (0,α)-sets, α≥1, of finite classical and non-classical generalized quad...
Abstract: Bruen and Thas proved that the size of a large minimal blocking set is bounded by q ffiff...
Some infinite families of minimal blocking sets on Hermitian generalized quadrangles are constructed
An infinite family of minimal blocking sets of H(3, q2) is constructed for even q, with links to Cev...
We construct minimal blocking sets with respect to generators on the Hermitian surfaces H(n,q2) when...
The generalized quadrangle $Q(4,q)$ arising from the parabolic quadric in $PG(4,q)$ always has an ov...
We construct minimal blocking sets with respect to generators on the Her-mitian surfaces H(n, q2) wh...
AbstractIn this paper we characterize the GF(q)-linear blocking sets in PG(2,qt) of maximal size and...
AbstractA Hermitian design H(q) consists of the points and Hermitian unitals of PG(2,q2). A committe...
In this paper we provide a generalisation the MPS construction of a blocking set of PG(r, qn) using ...
The size of large minimal blocking sets is bounded by the Bruen–Thas upper bound. The bound is sha...
Let S be a Desarguesian (n-1)-spread of a hyperplane ∑ of PG(rn, q). Let Ω and B̄ be, respectively, ...
In this paper we collect results on the possible sizes of k-blocking sets. Since previous surveys fo...
AbstractWe construct minimal blocking sets with respect to generators on the Hermitian surfaces H(n,...
AbstractIn this paper the most natural questions concerning the blocking sets in the line Grassmanni...
Several infinite families of (0,α)-sets, α≥1, of finite classical and non-classical generalized quad...
Abstract: Bruen and Thas proved that the size of a large minimal blocking set is bounded by q ffiff...
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