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Ringel's conjecure is that, if T is a tree with n vertices, then graph K_{2n-1} can be partitioned into 2n-1 trees that are isomorphic to T.

标号的研究,是由1963年Ringle提出的一个猜想引出的。

To prove one edge union of k-shell graph is cordial, firstly fix the labeling of vertex of common edge(label u with 0 and v with 1), then according to the value of the graph order n module 4 to class the k shell gaphs to four cases, and to divide to small cases in every shell graph.

本文研究k-贝壳图的亲切标号时,在固定了公共边上的点的标号(对u标号0且v标号为1)之后,我们采用如下方法:首先,以每个贝壳图的顶点数对4取模的余数来分类,这样就得到了四种(来源:d1ABC论文网www.abclunwen.com)不同情况的贝壳图;然后在每个贝壳图中再分情形进行标号;最后,通过证明得到这种标号方法是满足亲切标号的定义的,从而证明了k-贝壳图的亲切性,成功的解决了Sethuramam和Selvaraju猜想,证明了其正确性。

So we prove that Wojcickas conjecture can not come into existence when k=4.f denotes the minimum edges of domination k-edge-critical graph with n vertexes.

对于k=1和k=2,易知:Sumner猜想本文对奇数和偶数分别构造了k支配边临界图,给出了f的一个上界

I guess the executives at NBC have never been to church.

猜想高管在美国全国广播公司从来没有到过教堂。

Kemmsies, chief economist at the infrastructure engineering firm Moffatt and Nichol, says economic hardships, as well as increased immigration enforcement, are contributing to the decline in remittances from the United States.

克姆西斯说:"我猜想,美国的建筑行业雇用了很多非法移民做临时工。随着建筑行业发展减速,他们自然而然地要首先辞退临时工,这就解释了外劳寄回家的钱为什么大幅度减少了。"

Summer nightie, and Grampy, his sleeveless T-shirt, sat watching the traffic. Wecorner.

我们数着过往的车辆,并猜想着下一辆拐过街角的汽车的颜色。

Well, I guess you can but the chances of seeing that fly again is next to nil for sure.

那么,我猜想的机会,但你可以看到旁边就是飞无肯定。

By using Turull's methods, we get some better positive answers to the nilpotency length conjecture for odd order groups.

结合Turull的方法,对奇数阶情形时的幂零长猜想做了较好的正面回答。

On the Nipponese ground most probably refers to a Japanese release.

猜想 "。。。 on the Nipponese ground"大概是指日文版的吧。

After that we extend Steinbergs conjecture by showing that all simple graphs embedded in the surface of nonnegative characteristic number without i(4≤i≤6) faces in which any two triangles have distance at least 3 are 3-colorable.

本文我们还将Steinberg猜想由平面推广到特征数非负的曲面上,证明了嵌入在特征数非负面上的无4到6面的图中如果任意两个3圈的距离至少为3,那么这个图就是可以3色的。

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However, as the name(read-only memory)implies, CD disks cannot be written onorchanged in any way.

然而,正如其名字所指出的那样,CD盘不能写,也不能用任何方式改变其内容。

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