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MAXIMUM TREES OF FINITE SEQUENCES
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作者 WU SHIQUAN 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 1995年第2期223-228,共6页
Let n, s1, s2,..., sn be non-negative integers and M(s1, s2,...,sn) ={(a1, a2,..., a.)| ai is an integer and 0≤ai ≤si for each i}. In this paper, the cardinality of maximum trees of finite sequences in M(s1, s2,...,... Let n, s1, s2,..., sn be non-negative integers and M(s1, s2,...,sn) ={(a1, a2,..., a.)| ai is an integer and 0≤ai ≤si for each i}. In this paper, the cardinality of maximum trees of finite sequences in M(s1, s2,..., sn) sn) is obtained, which generalizes some of Frankl's results on families of finite sets with prescribed cardinalities for pairwise intersections. 展开更多
关键词 Tree of subsets finite sequences tree of finite sequences.
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