Long Unimodal Subsequences: A Problem of F.R.K. Chung

机译：长单峰子序列：F.R.K.的一个问题颂

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Let l(n) be the expected length of the longest unimodal subsequence of a random permutation. It is proved here that l(n)/sq. root of n converges to 2 sq. root of 2. This settles a conjecture of F.R.K. Chung. (Author)

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Steele, J. M.;
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年度 1981
页码 p.1-8
总页数 8
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Sequences(Mathematics); Permutations; Random variables; Distribution functions; Asymptotic series; Convergence;

机译：序列（数学）;置换;随机变量;分布函数;渐近序列;收敛性;

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机译：长单峰子序列：F.R.K.的问题颂

Long Unimodal Subsequences: A Problem of F.R.K. Chung

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