Geometry of the structure of linear complements |
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| Authors: | Krzysztof Prażmowski Mariusz Żynel |
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| Institution: | (1) Institute of Mathematics, University of Bia lystok, ul. Akademicka 2, 15-267, Bia lystok, Poland |
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| Abstract: | Two geometries can be considered in the structure of linear complements: an
affine spine space and an affine space. An affine spine space arises from a space of
pencils. In terms of this geometry an affine partial line space may be defined. It is
extensible to the affine space. Automorphisms of the affine spine space are
automorphisms of appropriate affine space. |
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| Keywords: | 51A15 51A45 |
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