Small Blocking Sets in Higher Dimensions
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Tamás Szőnyi; Zsuzsa Weiner
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Article
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2001
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Elsevier Science
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English
⚖ 133 KB
We show that small blocking sets in PG(n, q) with respect to hyperplanes intersect every hyperplane in 1 modulo p points, where q= p h . The result is then extended to blocking sets with respect to k-dimensional subspaces and, at least when p>2, to intersections with arbitrary subspaces not just hyp