 全文文献 工具书 数字 学术定义 翻译助手 学术趋势 更多    在分类学科中查询 所有学科 机械工业 更多类别查询 历史查询  the adjacent condition 邻接条件(1)  邻接条件
 In other cases, the order and the number are 2 and \%kn\% respectively. Conclusion\ The maximum clique problem is solvable when the adjacent condition is constrained. 结论　循环图 Cn在满足一定邻接条件下 ,最大团是可求的 短句来源 相似匹配句对
 condition and implement the p. 条件及 p. 短句来源 Under the condition:(H) (?) (H) (?) 短句来源 lcer condition on L. lder条件,证明这个可数集条件是充要条件,并且得到了它的另外二个等价条件。 短句来源 and in stable condition. 稳定条件下风速拟合公司为U=U_(10)(H／10)~(2.86)。 短句来源 Geometric Continuity Condition Between Adjacent Rectangular and Triangular Bezier Surfaces 三角域和矩形域上Bezier曲面之间的几何连续条件 短句来源 查询“the adjacent condition”译词为用户自定义的双语例句

我想查看译文中含有：的双语例句  the adjacent condition
 One group of birds trained under the 'adjacent' condition failed when tested with new stimuli, but succeeded in both dimension tests after training under the 'separate' condition. Aim\ To find the maximum clique of circulant graph \%C\-n\%. Methods By means of characteristics of the graph, the combinatorial algorithm is used. Results\ The order and the number of the maximum clique of circulant graph \%C\-n\% are presented when it satisfies the following conditions: ① \%a\-i=a\-1+(i-1)d(i=1,2,\:,k); ② d\%∈Z\++ and \%d≠l\%; ③ \%a\-1∈Z\++ and \%a\-1≠md, m∈Z\++; ④ \%a\-kAim\ To find the maximum clique of circulant graph \%C\-n\%. Methods By means of characteristics of the graph, the combinatorial algorithm is used. Results\ The order and the number of the maximum clique of circulant graph \%C\-n\% are presented when it satisfies the following conditions: ① \%a\-i=a\-1+(i-1)d(i=1,2,\:,k); ② d\%∈Z\++ and \%d≠l\%; ③ \%a\-1∈Z\++ and \%a\-1≠md, m∈Z\++; ④ \%a\-kthe adjacent condition is constrained. 目的　寻找循环图 Cn中的最大团 .方法　利用组合算法并结合图的特性 .结果求出了循环图 Cn满足下列条件 :1 ai=a1 +(i-1 ) d(i=1 ,2 ,… ,k) ;2 d∈ Z+ 且 d≠ 1 ;3a1 ∈Z+且 a1 ≠md,m∈ Z+ ;4ak<(n+1 ) /2时的最大团的阶及其个数 ,n=2 ak时 ,最大团的阶为 2 ,个数为(2 k-1 ) n/2 ;n=2 ak+a1 +ld(l=0 ,1 ,… ,k-1 )时 ,最大团的阶为 3 ,个数为 (k-l) (k-l+1 ) n/6;n为其它数时 ,最大团的阶为 2 ,个数为 kn.结论　循环图 Cn在满足一定邻接条件下 ,最大团是可求的 相关查询 2008 CNKI－中国知网 2008中国知网(cnki) 中国学术期刊(光盘版)电子杂志社