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And in the same paper, Rose proved that if G is a graph with q edges, then graph K_{2q+1} can be partitioned into 2q+1 graphs which are isomorphic to graph G.

Rose在文献[2]中指出了Ringel猜想的证明与优美树猜想有关,并给出了一般的结论:设G是一个q条边的优美图,那么K_2q+1可分解出2q+1个图都同构于G。

But at present only for some special cases of complete multipartite graphs, Ohba's conjecture have been verified.

容易发现Ohba猜想成立的条件是当且仅当它对完全多部图成立,但是目前只是就某些特殊的完全多部图的图类证明了Ohba猜想的正确性。

In 1987,Alavi and others conjectured that every graph with positive size has an ascending subgraph decomposition.

Alavi猜想是图论中1987年提出的一个关于图的升分解问题的猜想,至今尚未得到证明。

It is only by acting on our surmise that we can procure the evidence in its favor .

我们只有按照自己的猜想行事才能得到对猜想有利的证据。

The supposition on results of the future "Human VS Machine" of chess was proposed previously, namely, when an omniscient chess computer plays chess with any man, no matter whether the computer plays antecedently or not, the result is that the computer would beat or tie with man, but couldn't absolutely win. The supposition is expanded to I-go, and several corresponding deductions are presented in this paper.

本文根据曾给出的象棋的&人机大战&结局的一个猜想,即&全知计算机棋手与任何人对弈一盘象棋,无论机开局先行或后行,其结局为全知计算机棋手非胜即和,且不能必胜&,进而将此猜想推广到围棋,并给出相应的若干推论。

All of us guesses boldly together, guess purely, if you distain to be considered, so regard as joke!

我们大家一起来大胆的猜想一下,纯粹猜想,如果您不屑一顾,那么就当作一次笑料吧!

Reason: no individual section in teaching material for plausible reasoning, no proper position in examinatorial outline, teacher's education concept lag behind. Supposition is almost being forgotten when we are teaching and is ignoring by student.

原因有:教材没有单独介绍合情推理的章节;考纲中没有给合情推理合适的地位,所以在教学中猜想几乎处于被遗忘的地位;学生猜想的意识被忽视。

A "time-dependent relaxation" method is proposed to accurately implement given photospheric footpoint displacements and force-free conditions. The method is applied to analyzing the energy buildup of coronal magnetic fields, and the numerical results confirm the Aly conjecture (the magnetic energy of the force-free field is bounded above by the fully-open field energy), and extends it from fully-open to partially-open force-free fields.

提出计算无力磁场的&时变松弛&方法,能精确实现光球足点位移和无力条件;采用该方法分析日冕磁场的剪切储能,验证了Aly猜想(无力场磁能以全开放场磁能为上限),并将该猜想由全开放无力场推广至部分开放无力场。

Furthermore, a conjecture about the stability of the multi-adding-point error model is presented and some corollaries of the conjecture are proved.

摘要提出多综合点误差模型及其孤立部分传递函数的概念,得到了所有孤立部分传递函数都正实的充分必要条件,以此为基础,给出了关于系统稳定性充分条件的一个猜想,并证明了猜想的一些推论。

Because that vote block can be perceived, or is perceived rather, as a potential swing block vote

因为选举结果可猜想,或猜想的作为一种潜在的动摇力

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