Projective Hjelmslev planes and affine Hjelmslev planes are generalisations of projective planes and affine planes. We present an algorithm for constructing projective Hjelmslev planes and affine Hjelmslev planes that uses projective planes, affine planes and orthogonal arrays. We show that all 2-uniform projective Hjelmslev planes, and all 2-uniform affine Hjelmslev planes can be constructed in this way. As a corollary it is shown that all $2$-uniform affine Hjelmslev planes are sub-geometries of $2$-uniform projective Hjelmslev planes
Hjelmslev-Moufang planes are point-line geometries related to the exceptional algebraic groups of ty...
We geometrically characterise the Veronese representations of ring projective planes over algebras w...
© 2017, Springer International Publishing. In Keppens (Innov. Incidence Geom. 15: 119–139, 2017) we ...
Projeclive Hjelmslev planes and affine Hjclmslev planes are generalisations of projective planes and...
AbstractA study is made of two generalizations of affine Hjelmslev planes in which the parallel axio...
AbstractA projective Hjelmslev plane is called regular iff it admits an Abelian collineation group t...
Associated with every finite projective Hjelmslev plane is an invariant pair (t, r); t is the order ...
SIGLECopy held by FIZ Karlsruhe; available from UB/TIB Hannover / FIZ - Fachinformationszzentrum Kar...
This paper formalizes the method of generating projective planes using difference sets. It establis...
Günter Törner started his mathematical career with a doctoral dissertation on Hjelmslev planes. Thes...
Associated with every finite projective Hjelmslev plane is an invariant pair (t, r): t is the number...
In this paper we construct sets of type (d1, d2) in the projective Hjelmslev plane. For computationa...
AbstractA Hjelmslev-quadrangle of level n is a rank 2 incidence structure having an ordinary general...
A generalization and an improvement of the results of Drake and Lenz on the constructions of project...
In this paper, we study on finite projective Hjelmslev planes M(Zq) coordinatized by Hjelmslev ring ...
Hjelmslev-Moufang planes are point-line geometries related to the exceptional algebraic groups of ty...
We geometrically characterise the Veronese representations of ring projective planes over algebras w...
© 2017, Springer International Publishing. In Keppens (Innov. Incidence Geom. 15: 119–139, 2017) we ...
Projeclive Hjelmslev planes and affine Hjclmslev planes are generalisations of projective planes and...
AbstractA study is made of two generalizations of affine Hjelmslev planes in which the parallel axio...
AbstractA projective Hjelmslev plane is called regular iff it admits an Abelian collineation group t...
Associated with every finite projective Hjelmslev plane is an invariant pair (t, r); t is the order ...
SIGLECopy held by FIZ Karlsruhe; available from UB/TIB Hannover / FIZ - Fachinformationszzentrum Kar...
This paper formalizes the method of generating projective planes using difference sets. It establis...
Günter Törner started his mathematical career with a doctoral dissertation on Hjelmslev planes. Thes...
Associated with every finite projective Hjelmslev plane is an invariant pair (t, r): t is the number...
In this paper we construct sets of type (d1, d2) in the projective Hjelmslev plane. For computationa...
AbstractA Hjelmslev-quadrangle of level n is a rank 2 incidence structure having an ordinary general...
A generalization and an improvement of the results of Drake and Lenz on the constructions of project...
In this paper, we study on finite projective Hjelmslev planes M(Zq) coordinatized by Hjelmslev ring ...
Hjelmslev-Moufang planes are point-line geometries related to the exceptional algebraic groups of ty...
We geometrically characterise the Veronese representations of ring projective planes over algebras w...
© 2017, Springer International Publishing. In Keppens (Innov. Incidence Geom. 15: 119–139, 2017) we ...