DOIAbstract
AbstractIn this paper we review the known examples of ovoids in PG(3, q). We survey classification and characterisation results
AbstractIn this paper we review the known examples of ovoids in PG(3, q). We survey classification and characterisation results
ABSTRACT. New families of ovoids are constructed in O+8 (p) for p prime, using the E8 root lattice, ...
AbstractWe give a characterization of translation ovoids of flock generalized quadrangles. Then we p...
AbstractUsing the relationship between partial flocks of the quadratic cone K in PG(3, q), q even, a...
We construct examples and families of locally Hermitian ovoids of the generalized quadrangle H(3, q(...
We give necessary and sufficient conditions that a polynomial f(x, y) gives an ovoid of PG(3, q). Fu...
In this note we prove that a set of class [1, q+1, 2q+1]_2 in PG(3, q) is either a line, or an ovoid...
An ovoid of PG(3,q) can be defined as a set of q2 + 1 points with the property that every three poin...
Several infinite families of (0,α)-sets, α≥1, of finite classical and non-classical generalized quad...
AbstractAn ovoid of PG(3,q) can be defined as a set of q2+1 points with the property that every thre...
Using the explicit description given in \cite{LAVRAUWPENTTILA2001} we prove that a good egg of $\PG(...
A tangency set of PG(d, q) is a set Q of points with the property that every point P of Q lies on a ...
AbstractThis article presents a spectrum result on maximal partial ovoids of the generalized quadran...
AbstractIn this paper, we construct and classify all ovoids and spreads of the known generalized hex...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
Thas (Geom Dedicata 1(2):236–240, 1973) proved that a set K of points of PG(d, q) intersected by an...
ABSTRACT. New families of ovoids are constructed in O+8 (p) for p prime, using the E8 root lattice, ...
AbstractWe give a characterization of translation ovoids of flock generalized quadrangles. Then we p...
AbstractUsing the relationship between partial flocks of the quadratic cone K in PG(3, q), q even, a...
We construct examples and families of locally Hermitian ovoids of the generalized quadrangle H(3, q(...
We give necessary and sufficient conditions that a polynomial f(x, y) gives an ovoid of PG(3, q). Fu...
In this note we prove that a set of class [1, q+1, 2q+1]_2 in PG(3, q) is either a line, or an ovoid...
An ovoid of PG(3,q) can be defined as a set of q2 + 1 points with the property that every three poin...
Several infinite families of (0,α)-sets, α≥1, of finite classical and non-classical generalized quad...
AbstractAn ovoid of PG(3,q) can be defined as a set of q2+1 points with the property that every thre...
Using the explicit description given in \cite{LAVRAUWPENTTILA2001} we prove that a good egg of $\PG(...
A tangency set of PG(d, q) is a set Q of points with the property that every point P of Q lies on a ...
AbstractThis article presents a spectrum result on maximal partial ovoids of the generalized quadran...
AbstractIn this paper, we construct and classify all ovoids and spreads of the known generalized hex...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
Thas (Geom Dedicata 1(2):236–240, 1973) proved that a set K of points of PG(d, q) intersected by an...
ABSTRACT. New families of ovoids are constructed in O+8 (p) for p prime, using the E8 root lattice, ...
AbstractWe give a characterization of translation ovoids of flock generalized quadrangles. Then we p...
AbstractUsing the relationship between partial flocks of the quadratic cone K in PG(3, q), q even, a...
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