In [7] point-reflection geometries were studied which can be derived from commutative kinematic spaces without involutory elements. But the class of point-reflection geometries is larger. For example, elliptic planes with their reflections cannot be derived from commutative kinematic spaces. Here we investigate a larger class of reflection geometries.
Hotje, H., Pianta, S., Zizioli, E., Symmetric incidence groupoids, <<JOURNAL OF GEOMETRY>>, 2003; (77): 48-60. [doi:10.1007/s00022-003-1141-0] [http://hdl.handle.net/10807/55489]
Symmetric incidence groupoids
Pianta, Silvia;Zizioli, Elena
2003
Abstract
In [7] point-reflection geometries were studied which can be derived from commutative kinematic spaces without involutory elements. But the class of point-reflection geometries is larger. For example, elliptic planes with their reflections cannot be derived from commutative kinematic spaces. Here we investigate a larger class of reflection geometries.
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