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Hypergraph regularity and quasi-randomness

机译:超图正则性和准随机性

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摘要

Thomason and Chung, Graham, and Wilson were the first to systematically study quasi-random graphs and hypergraphs, and proved that several properties of random graphs imply each other in a deterministic sense. Their concepts of quasi-randomness match the notion of ε-regularity from the earlier Szemeredi regularity lemma. In contrast, there exists no 'natural' hypergraph regularity lemma matching the notions of quasi-random hypergraphs considered by those authors.
机译:Thomason和Chung,Graham和Wilson是第一个系统地研究准随机图和超图的人,并证明了随机图的几种性质在确定性意义上相互暗示。他们的准随机性概念与早期Szemeredi正则性引理中的ε-正则性概念相匹配。相反,不存在与那些作者考虑的准随机超图概念相匹配的“自然”超图正则性引理。

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