On the degree of points and lines in a restricted linear space |
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Authors: | Jim Totten |
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Institution: | Mathematical Institute, University of Tübingen, Tübingen, Federal Republic of Germany |
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Abstract: | In this paper we show that, with the exception of a few easily characterized linear spaces, all restricted linear spaces of square order n have the maximal degree of the lines equal to n + 1, the degree of every point at least n + 1, and further we show that p ? n2 + n + 1 ? q, where p is the number of points and q the number of lines. |
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