A Kruskal–Katona Type Theorem for the Li
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S Bezrukov; A Blokhuis
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Article
📅
1999
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Elsevier Science
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English
⚖ 154 KB
We present an analog of the well-known Kruskal-Katona theorem for the poset of subspaces of PG(n, 2) ordered by inclusion. For given k, (k < ) and m the problem is to find a family of size m in the set of -subspaces of PG(n, 2), containing the minimal number of k-subspaces. We introduce two lexicogr