© 2017, Springer International Publishing. In Keppens (Innov. Incidence Geom. 15: 119–139, 2017) we gave a state of the art concerning “projective planes” over finite rings. The current paper gives a complementary overview for “affine planes” over rings (including the important subclass of desarguesian affine Klingenberg and Hjelmslev planes). No essentially new material is presented here but we give a summary of known results with special attention to the finite case, filling a gap in the literature.status: publishe
The Prime Power Conjecture for Finite Projective Planes motivates the research that we present here....
Includes bibliography.281 p ; 30 cm.Title page, contents and abstract only. The complete thesis in p...
Summary. The classical sequence of implications which hold between Desargues and Pappus Axioms is pr...
In this paper, we study on finite projective Hjelmslev planes M(Zq) coordinatized by Hjelmslev ring ...
AbstractA study is made of two generalizations of affine Hjelmslev planes in which the parallel axio...
We define and study embeddings of cycles in finite affine and projective planes. We show that for al...
Projeclive Hjelmslev planes and affine Hjclmslev planes are generalisations of projective planes and...
This paper formalizes the method of generating projective planes using difference sets. It establis...
AbstractIn this paper, we introduce Rédei type blocking sets in projective Hjelmslev planes over fin...
AbstractSemiadditive rings are defined and their relationship with the projective planes is studied....
We define and study embeddings of cycles in finite affine and projective planes. We show that for al...
In this paper, we show that D + D(epsilon) is a local ring under usual operations where D is a divis...
PhDMathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.li...
In this paper, the notion of Hyperbolic Klingenberg plane is introduced via a set of axioms like as ...
Bu yüksek lisans tezinde projektif düzlemlerin bir genellemesi olan ProjektifKlingenberg düzlemleri ...
The Prime Power Conjecture for Finite Projective Planes motivates the research that we present here....
Includes bibliography.281 p ; 30 cm.Title page, contents and abstract only. The complete thesis in p...
Summary. The classical sequence of implications which hold between Desargues and Pappus Axioms is pr...
In this paper, we study on finite projective Hjelmslev planes M(Zq) coordinatized by Hjelmslev ring ...
AbstractA study is made of two generalizations of affine Hjelmslev planes in which the parallel axio...
We define and study embeddings of cycles in finite affine and projective planes. We show that for al...
Projeclive Hjelmslev planes and affine Hjclmslev planes are generalisations of projective planes and...
This paper formalizes the method of generating projective planes using difference sets. It establis...
AbstractIn this paper, we introduce Rédei type blocking sets in projective Hjelmslev planes over fin...
AbstractSemiadditive rings are defined and their relationship with the projective planes is studied....
We define and study embeddings of cycles in finite affine and projective planes. We show that for al...
In this paper, we show that D + D(epsilon) is a local ring under usual operations where D is a divis...
PhDMathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.li...
In this paper, the notion of Hyperbolic Klingenberg plane is introduced via a set of axioms like as ...
Bu yüksek lisans tezinde projektif düzlemlerin bir genellemesi olan ProjektifKlingenberg düzlemleri ...
The Prime Power Conjecture for Finite Projective Planes motivates the research that we present here....
Includes bibliography.281 p ; 30 cm.Title page, contents and abstract only. The complete thesis in p...
Summary. The classical sequence of implications which hold between Desargues and Pappus Axioms is pr...