TOURNAMENTS

作品数：18被引量：5H指数：2
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相关领域：理学文化科学更多>>
相关作者：王普更多>>
相关机构：对外经济贸易大学清华大学更多>>
相关期刊：《Acta Mathematicae Applicatae Sinica》《Chinese Annals of Mathematics,Series B》《Science Bulletin》《Journal of Data and Information Science》更多>>
相关基金：国家自然科学基金山西省自然科学基金更多>>
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ON REID CONJECTURE OF SCORE SETS FOR TOURNAMENTS被引量：1
《Chinese Science Bulletin》1989年第10期804-808,共5页姚天行 
In 1978, K. B. Reid proposed a conjecture as follows: 'Every finite and nonempty set S of positive integers is a set of scores for some tournaments'. And he proved that the conjecture is true for |S|=1, 2, 3. In 1984,...
关键词：SCORE SEQUENCE SCORE SETS tournament. 
ON REID CONJECTURE FOR SCORE SETS OF TOURNAMENTS
《Chinese Science Bulletin》1987年第6期423-424,共2页姚天行 
In 1978, K. B. Reid proposed a conjecture, i.e. 'every finite and nonempty set S of positive integers is a set of scores for some tournaments.' And he proved that the conjecture is true for |S|= 1, 2, 3. In 1984, M. H...
关键词：nonempty CONJECTURE INTEGERS LETTER LANDAU 
ENUMERATION OF EXACTLY k-REDUCIBLE n-TOURNAMENTS
《Chinese Science Bulletin》1986年第8期573-574,共2页李炯生 黄国勋 
An n-tournament T_n is called k-reducible if auy of its (n--k+1)-subtourna-ments is reducible. An n-tournament T_n is called exactly k-reducible if it is k-reducible but not (k+1)-reducible. The numbers of all isomorp...
关键词：ISOMORPHIC INTEGER EXACTLY 
SCORE VECTOR OF TOURNAMENTS
《Chinese Science Bulletin》1985年第7期990-,共1页李炯生 黄国勋 
Let Tn denote an n-tournament. According to L. Lovász, Tn is called k-P if any of its subtournaments induced by n + 1-κ vertices in Tn has the property P, where P denotes an invariant property of tournaments, either...
关键词：INVARIANT EXACTLY briefly 一彻 全一 
ARC-HAMILTONIAN TOURNAMENTS
《Chinese Science Bulletin》1983年第5期714-715,共2页祝小飞 
A. tournament T = (V, A) is said to be arc-h-cyclic. If for every are e∈A, there is a circuit of length h containing e. When |Ⅴ| =p, an arc-pcyclic tournament is also said to be are-Hamiltonian. Shao Pingzhong and Z...
关键词：HAMILTONIAN CONJECTURE length ament 加名 LEMMA 
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