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On commutativity in point-reflection geometries

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Abstract

To any spatial point-reflection geometry there corresponds a determined commutative kinematic space.

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References

  1. Hotje, H., Marchi, M., Pianta, S.: On a class of point-reflection geometries. To appear in Discrete Mathematics.

  2. Karzel, H.: Kinematic spaces. Symposia Mathematica. Ist. Naz. Alta Matematica11 (1973), 413–439.

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  3. Karzel, H., Sörensen, K., Windelberg, D.:Einführung in die Geometrie. UTB Vanfdenhoeck, Göttingen 1973.

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  4. Manara, C.F., Marchi, M.: On a class of Reflection Geometries. To appear in Ist. Lomb. Rend. Sc.

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Authors and Affiliations

  1. Mathematisches Institut, Technische Universität München, Postfach 202420, D-8000, München 2

    Helmut Karzel

  2. Dipartimento di Matematica, Università Cattolica, Via Trieste 17, I-25121, Brescia

    Mario Marchi & Silvia Pianta

Authors
  1. Helmut Karzel
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  2. Mario Marchi
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  3. Silvia Pianta
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Additional information

Dedicated to Professor Raphael Artzy on his 80th birthday.

Research supported by the NATO Scientific Affairs Division grant CRG 900103.

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Karzel, H., Marchi, M. & Pianta, S. On commutativity in point-reflection geometries. J Geom 44, 102–106 (1992). https://doi.org/10.1007/BF01228286

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  • DOI: https://doi.org/10.1007/BF01228286

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