1) 2n-1-game system
2n-1局n胜制
1.
This paper discusses the probability of that a player wining in a 2n-1-game system,which can be characterized as the probability of some independent repeated trials event.
文章讨论了在2n-1局n胜制比赛中,选手获胜的概率,并证明了该概率能被刻画为独立重复试验事件的概率。
2) (n,2n)reaction
(n,2n)反应
3) (n,2n) reactions
(n.2n)反应
4) Lutecium(n,2n)
镥(n,2n)
5) 2n-1 fractal Set
2n-1分形集
1.
<Abstrcat> Thinking close interval [0,1] and according to properties of Third middle Cantor Set, we generated Third middle Set, and constructed 2n-1 fractal Set C_2n-1, and obtained its real variable properties.
考虑闭区间[0,1],根据Cantor三分集的结构和性质,推广了三分集的形式,构造了2n-1分形集C2n-1,获得了它的一些实变性质,同时,利用分形几何知识,计算了C2n-1的Hausdorff维数。
6) M@C_(2n) (n=18,30)
M@C_(2n)(n=18,30)
补充资料：制局监
1.官名。南朝齐梁间设置，职掌内府器杖兵役。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条