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首页> 外文期刊>Geombinatorics >On the Independence Numbers of the Van der Waerden and cyclic Van der Waerden Hypergraphs W(k,t) and W_C(k,t) When t and k Are Powers of the Same Prime
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On the Independence Numbers of the Van der Waerden and cyclic Van der Waerden Hypergraphs W(k,t) and W_C(k,t) When t and k Are Powers of the Same Prime

机译:在van der Waerden和循环范德·沃尔登超照片W(k,t)和w_c(k,t)的独立号时,当t和k是同一素数的力量时

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摘要

For integers 1 ≤m≤n and a prime p (we require 2≤m when p = 2), a subset I(p~n,p~m) ? {0,… p~n-1}is described which contains no p~m-term cyclic arithmetic progression modulo p~n, and which is maximal among subsets of {0,…p~n-1} with that property.
机译:对于整数1≤m≤n和prime p(当p = 2时需要2≤m),子集i(p〜n,p〜m)? {0,... P〜N-1}被描述,其不包含P〜M-TERM循环算术进展Modulo P〜N,并且在具有该属性的{0,... P〜N-1}的子集之间是最大的。

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