We determine all homogeneous pseudo-embeddings of the affine space AG(n, 4) and the projective space PG(n, 4). We give a classification of all pseudo-hyperplanes of AG(n, 4). We also prove that the two homogeneous pseudo-embeddings of the generalized quadrangle Q(4, 3) are induced by the two homogeneous pseudo-embeddings of AG(4, 4) into which Q(4, 3) is fully embeddable.We determine all homogeneous pseudo-embeddings of the affine space AG(n, 4) and the projective space PG(n, 4). We give a classification of all pseudo-hyperplanes of AG(n, 4). We also prove that the two homogeneous pseudo-embeddings of the generalized quadrangle Q(4, 3) are induced by the two homogeneous pseudo-embeddings of AG(4, 4) into which Q(4, 3) is fully embeddable.A
AbstractThe flag geometry Γ=(P,L,I) of a finite projective plane Π of order s is the generalized hex...
A g.o. manifold is a homogeneous pseudo-Riemannian manifold whose geodesics are all homogeneous, tha...
The incidence structures known as (alpha, beta)-geometries are a generalization of partial geometrie...
We determine all homogeneous pseudo-embeddings of the affine space AG(n, 4) and the projective space...
In this paper, we determine all homogeneous pseudo-embeddings of the generalized quadrangle H(3, 4) ...
In the paper "as reported by De Bruyn (Adv Geom, to appear)", we introduced the notions of pseudo-hy...
A pseudo-embedding of a point-line geometry is a representation of the geometry into a projective sp...
We generalize some known results regarding hyperplanes and projective embeddings of point-line geome...
We classify all homogeneous pseudo-embeddings of the point-line geometry defined by the points and k...
A quadratic set of a nonsingular quadric Q of Witt index at least three is defined as a set of point...
AbstractIn this paper, we study the representation of W(2) in PG(2,4) related to a hyperoval. We pro...
AbstractIn this paper we consider some finite generalized polygons, defined over a field with charac...
An Andre embedding is a representation of a point-line geometry S with approximately s(2) points on ...
We classify all embeddings theta: PG(n, q) -> PG(d, q), with d >= n(n+3)/2 such that theta maps the ...
AbstractThe flag geometry Γ=(P, L, I) of a finite projective plane Π of order s is the generalized h...
AbstractThe flag geometry Γ=(P,L,I) of a finite projective plane Π of order s is the generalized hex...
A g.o. manifold is a homogeneous pseudo-Riemannian manifold whose geodesics are all homogeneous, tha...
The incidence structures known as (alpha, beta)-geometries are a generalization of partial geometrie...
We determine all homogeneous pseudo-embeddings of the affine space AG(n, 4) and the projective space...
In this paper, we determine all homogeneous pseudo-embeddings of the generalized quadrangle H(3, 4) ...
In the paper "as reported by De Bruyn (Adv Geom, to appear)", we introduced the notions of pseudo-hy...
A pseudo-embedding of a point-line geometry is a representation of the geometry into a projective sp...
We generalize some known results regarding hyperplanes and projective embeddings of point-line geome...
We classify all homogeneous pseudo-embeddings of the point-line geometry defined by the points and k...
A quadratic set of a nonsingular quadric Q of Witt index at least three is defined as a set of point...
AbstractIn this paper, we study the representation of W(2) in PG(2,4) related to a hyperoval. We pro...
AbstractIn this paper we consider some finite generalized polygons, defined over a field with charac...
An Andre embedding is a representation of a point-line geometry S with approximately s(2) points on ...
We classify all embeddings theta: PG(n, q) -> PG(d, q), with d >= n(n+3)/2 such that theta maps the ...
AbstractThe flag geometry Γ=(P, L, I) of a finite projective plane Π of order s is the generalized h...
AbstractThe flag geometry Γ=(P,L,I) of a finite projective plane Π of order s is the generalized hex...
A g.o. manifold is a homogeneous pseudo-Riemannian manifold whose geodesics are all homogeneous, tha...
The incidence structures known as (alpha, beta)-geometries are a generalization of partial geometrie...