In this paper we study Moufang-Klingenberg planes M(A) defined over a local alternative ring A of dual numbers. We show that some collineations of M(A) preserve cross-ratio and thus establish a relation between harmonicity and harmonic position
AbstractA projective Hjelmslev plane is called regular iff it admits an Abelian collineation group t...
Bu yüksek lisans tezinde projektif düzlemler ve projektif Klingenberg düzlemleri esas olmak üzere ba...
For every octonion division algebra O, there exists a projective plane which is parametrized by O; t...
In this paper we are interested in Moufang-Klingenberg planesM(A) defined over a local alternative r...
This paper deals with Moufang-Klingenberg planes M(A) defined over a local alternative ring A of dua...
In this paper we are interested in Moufang-Klingenberg planesM(A) defined over a local alternative r...
In this paper, we study on Moufang-Klingenberg planes M(A) defined over a local alternative ring A o...
Bu doktora tezinde A := A (") = A + A" dual sayılar halkası ile koordinatlanan M(A) Moufang-Klingenb...
We prove that a Moufang plane with the Fano property satisfies the Newton property if and only if it...
In this paper, we carry over some of the results which are valid on a certain class of Moufang-Kling...
summary:The cross-ratio in Hjelmslev planes is defined. The cross-ratio in the Hjelmslev plane $H(R)...
A. Fuhrmann generalizes Sperner's definition of the cross ratio of four collinear points with coordi...
Let be the projective Klingenberg plane coordinated by the dual quaternion ring where Q is any quate...
AbstractIn this paper the notion of an H-nearring and an AH-nearring is defined as specialisations o...
This paper deals with a certain class of projective Klingenberg planes over the local ring F[eta]/lt...
AbstractA projective Hjelmslev plane is called regular iff it admits an Abelian collineation group t...
Bu yüksek lisans tezinde projektif düzlemler ve projektif Klingenberg düzlemleri esas olmak üzere ba...
For every octonion division algebra O, there exists a projective plane which is parametrized by O; t...
In this paper we are interested in Moufang-Klingenberg planesM(A) defined over a local alternative r...
This paper deals with Moufang-Klingenberg planes M(A) defined over a local alternative ring A of dua...
In this paper we are interested in Moufang-Klingenberg planesM(A) defined over a local alternative r...
In this paper, we study on Moufang-Klingenberg planes M(A) defined over a local alternative ring A o...
Bu doktora tezinde A := A (") = A + A" dual sayılar halkası ile koordinatlanan M(A) Moufang-Klingenb...
We prove that a Moufang plane with the Fano property satisfies the Newton property if and only if it...
In this paper, we carry over some of the results which are valid on a certain class of Moufang-Kling...
summary:The cross-ratio in Hjelmslev planes is defined. The cross-ratio in the Hjelmslev plane $H(R)...
A. Fuhrmann generalizes Sperner's definition of the cross ratio of four collinear points with coordi...
Let be the projective Klingenberg plane coordinated by the dual quaternion ring where Q is any quate...
AbstractIn this paper the notion of an H-nearring and an AH-nearring is defined as specialisations o...
This paper deals with a certain class of projective Klingenberg planes over the local ring F[eta]/lt...
AbstractA projective Hjelmslev plane is called regular iff it admits an Abelian collineation group t...
Bu yüksek lisans tezinde projektif düzlemler ve projektif Klingenberg düzlemleri esas olmak üzere ba...
For every octonion division algebra O, there exists a projective plane which is parametrized by O; t...
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