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Regular bipartite graphs and intersecting families

机译:常规二分的图和相交的家庭

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摘要

In this paper we present a simple unifying approach to prove several statements about intersecting and cross-intersecting families, including the Erdos-Ko-Rado theorem, the Hilton-Milner theorem, a theorem due to Frankl concerning the size of intersecting families with bounded maximal degree, and versions of results on the sum of sizes of non-empty cross intersecting families due to Frankl and Tokushige. Several new stronger results are also obtained.
机译:在本文中,我们提出了一种简单的统一方法,以证明关于交叉和交叉家庭的几种陈述,包括Erdos-Ko-rado定理,包括Frankl关于与有界最大的交叉家族的大小的弗兰克拉的定理 由于Frankl和Tokushige导致非空交叉区别的大小的尺寸总和的结果和版本。 还获得了几种新的更强大的结果。

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