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NON-EMPTY CROSS-2-INTERSECTING FAMILIES OF SUBSETS
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作者 巫世权 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 1993年第2期175-181,共7页
Let Cnk denote the set of all t -subsets of an n -set. Assume A ∈ Cnk and B∈Cn.b (A,B) is called a cross-2-intersecting family if |A∩B|≥2 for any A∈A, B∈B.In this paper, the best upper bounds of the cardinalitie... Let Cnk denote the set of all t -subsets of an n -set. Assume A ∈ Cnk and B∈Cn.b (A,B) is called a cross-2-intersecting family if |A∩B|≥2 for any A∈A, B∈B.In this paper, the best upper bounds of the cardinalities for non-empty cross-2-intersecting families of a- and i- subsets are obtained for some n and b . A new proof for a Frankl-Tokushige theorem [6] is also given. 展开更多
关键词 Intersecting Family of Subsets cross-intersecting Family of Subsets Cross-2-intersecting Family of Subsets.
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