Add to ORKGWe obtain new lower bounds on the size of a t-fold blocking set in AG(2,Q), in the case that (t,q) = 1. As a consequence, we get that the Lunelli-Sce conjecture on the maximal size of (k,n)-arc is true in the affine plane
AbstractIt is proved that the minimum cardinality of a subset of AG(k, q) which intersects all hyper...
AbstractWe provide an upper bound of the size of an m-irreducible blocking set in a linear space. Th...
AbstractLower bounds on the size of t -fold blocking sets with respect to hyperplanes or t -intersec...
We obtain new lower bounds on the size of a t-fold blocking set in AG(2,Q), in the case that (t,q) =...
We show that the upperbound for the number of nuclei of a q + 1-set in the Desarguesian affine plane...
AbstractWe show that the upperbound for the number of nuclei of a q + 1-set in the Desarguesian affi...
A generalisation is given to recent results concerning the possible number of nuclei to a set of poi...
AbstractA generalisation is given to recent results concerning the possible number of nuclei to a se...
We survey recent results concerning the size of blocking sets in desarguesian projective and affine ...
AbstractIn this paper we prove a conjecture of Metsch about the maximum number of lines intersecting...
AbstractWe prove that in the desarguesian plane PG(2, qt) (t>4) there are at least three inequivalen...
AbstractLower bounds are obtained for the size of a triple blocking set in the Desarguesian projecti...
A method of using polynomials to describe objects in finite geometries is outlined and the problems ...
We obtain lower bounds for the size of a double blocking set in the Desarguesian projective planePG(...
AbstractIt is proved that the minimum cardinality of a subset of AG(k, q) which intersects all hyper...
AbstractWe provide an upper bound of the size of an m-irreducible blocking set in a linear space. Th...
AbstractLower bounds on the size of t -fold blocking sets with respect to hyperplanes or t -intersec...
We obtain new lower bounds on the size of a t-fold blocking set in AG(2,Q), in the case that (t,q) =...
We show that the upperbound for the number of nuclei of a q + 1-set in the Desarguesian affine plane...
AbstractWe show that the upperbound for the number of nuclei of a q + 1-set in the Desarguesian affi...
A generalisation is given to recent results concerning the possible number of nuclei to a set of poi...
AbstractA generalisation is given to recent results concerning the possible number of nuclei to a se...
We survey recent results concerning the size of blocking sets in desarguesian projective and affine ...
AbstractIn this paper we prove a conjecture of Metsch about the maximum number of lines intersecting...
AbstractWe prove that in the desarguesian plane PG(2, qt) (t>4) there are at least three inequivalen...
AbstractLower bounds are obtained for the size of a triple blocking set in the Desarguesian projecti...
A method of using polynomials to describe objects in finite geometries is outlined and the problems ...
We obtain lower bounds for the size of a double blocking set in the Desarguesian projective planePG(...
AbstractIt is proved that the minimum cardinality of a subset of AG(k, q) which intersects all hyper...
AbstractWe provide an upper bound of the size of an m-irreducible blocking set in a linear space. Th...
AbstractLower bounds on the size of t -fold blocking sets with respect to hyperplanes or t -intersec...