On Cyclic Caps in Projective Spaces |
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Authors: | Tamás Szőnyi |
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Institution: | (1) Department of Computer Science, Eötvös Loránd University, Budapest, 6-8 Budapest, Múzeum krt., Hungary |
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Abstract: | Let H be a subgroup of a cyclic Singer group of PG (n,q). In this paper we study the following problem: When is a point orbit of H a cap? A necessary and sufficient condition for this is derived and used to give a short proof of some results by Ebert 6] and to show that small orbits are typically caps. |
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Keywords: | projective space cyclic Singer group arc cap |
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