AbstractThe Handbook of Incidence Geometry (Handbook of Incidence Geometry, Buildings and Foundations, North-Holland, Amsterdam, 1995) appeared in 1995. In Chapter 12, On some rank two geometries, an almost complete overview was given on the status of the theory on partial and semipartial geometries. Now, 5 years later, it is maybe a good time to give an update of this status. Indeed a lot of things have happened during these years. Moreover we take the opportunity to give complete parameter lists of all known examples of partial and semipartial geometries known so far
AbstractIn European J. Combin. 8 (1987) 121 a characterization, based on parallelism, of the partial...
In this note we assume that in a partial geometry the number of transversals of two distinct lines L...
AbstractA new construction method for semi-partial geometries is given and new examples of semi-part...
AbstractThe Handbook of Incidence Geometry (Handbook of Incidence Geometry, Buildings and Foundation...
AbstractIn European J. Combin. 8 (1987) 121 a characterization, based on parallelism, of the partial...
In this paper we characterize the partial geometry T2* (K) embedded in AG(3, q) as a net-inducible p...
AbstractIn this paper we introduce strongly regular (α, β)-geometries. These are a class of geometri...
In 1970 Clark Benson published a theorem in the Journal of Algebra stating a congruence for generali...
In 1970 Clark Benson published a theorem in the Journal of Algebra stating a congruence for generali...
AbstractWe introduce a theory of elation and translation semipartial geometries (SPG). Starting from...
U ovom radu bavimo se parcijalnim geometrijama. Najprije se upoznajemo s incidencijskim strukturama ...
AbstractDebroey and Thas introduced semipartial geometries and determined the full embeddings of sem...
U ovom radu bavimo se parcijalnim geometrijama. Najprije se upoznajemo s incidencijskim strukturama ...
In this paper we introduce strongly regular (alpha, beta)-geometries. These are a class of geometrie...
AbstractIn this paper we introduce strongly regular (α, β)-geometries. These are a class of geometri...
AbstractIn European J. Combin. 8 (1987) 121 a characterization, based on parallelism, of the partial...
In this note we assume that in a partial geometry the number of transversals of two distinct lines L...
AbstractA new construction method for semi-partial geometries is given and new examples of semi-part...
AbstractThe Handbook of Incidence Geometry (Handbook of Incidence Geometry, Buildings and Foundation...
AbstractIn European J. Combin. 8 (1987) 121 a characterization, based on parallelism, of the partial...
In this paper we characterize the partial geometry T2* (K) embedded in AG(3, q) as a net-inducible p...
AbstractIn this paper we introduce strongly regular (α, β)-geometries. These are a class of geometri...
In 1970 Clark Benson published a theorem in the Journal of Algebra stating a congruence for generali...
In 1970 Clark Benson published a theorem in the Journal of Algebra stating a congruence for generali...
AbstractWe introduce a theory of elation and translation semipartial geometries (SPG). Starting from...
U ovom radu bavimo se parcijalnim geometrijama. Najprije se upoznajemo s incidencijskim strukturama ...
AbstractDebroey and Thas introduced semipartial geometries and determined the full embeddings of sem...
U ovom radu bavimo se parcijalnim geometrijama. Najprije se upoznajemo s incidencijskim strukturama ...
In this paper we introduce strongly regular (alpha, beta)-geometries. These are a class of geometrie...
AbstractIn this paper we introduce strongly regular (α, β)-geometries. These are a class of geometri...
AbstractIn European J. Combin. 8 (1987) 121 a characterization, based on parallelism, of the partial...
In this note we assume that in a partial geometry the number of transversals of two distinct lines L...
AbstractA new construction method for semi-partial geometries is given and new examples of semi-part...