On Squashed Designs.
Some combinatorial results on the classification of lines in Desarguesian Hjelmslev planes
Some generalization of Desargues and Veronese configurations
2000 Mathematics Subject Classification: 51E14, 51E30.We propose a method of constructing partial Steiner triple system, which generalizes the representation of the Desargues configuration as a suitable completion of three Veblen configurations. Some classification of the resulting configurations is given and the automorphism groups of configurations of several types are determined.
Some Generalized Quadrangles with Parameters q2, q.
Some problems of classification of points in the Desarguesian Hjelmslev plane
Some results on odd astral configurations.
Split semi-biplanes in antiregular generalized quadrangles.
Symmetric translation nets.
Tangents of conics in Hjelmslev planes over a local ring of even characteristic
The cross-ratio in Hjelmslev planes
The cross-ratio in Hjelmslev planes is defined. The cross-ratio in the Hjelmslev plane is independent of the choice of a coordinate system on a line.
Time series with random parameters [Abstract of thesis]
Transversal designs and partitions associated with Frobenius groups.
Twisted projective spaces and linear completions of some partial Steiner triple systems.
Дуальные пространства Галуа
Зеркальные конфигурации точек и прямых и алгебраические поверхности степени 4