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1.The definition ,basic nature, important rule and histerieal significancy of continued fraction are introduced.

1.介绍了连数的含义、基本性质以及连数的重要和作用。

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2.Bitonic is introduced and a theorem is proved. The algorithm of bitonic merge-sort is given.

2.介绍了二的概念和证明,给出了利用二归并进行排的算法及实例.

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3.The present paper using upper and lower solutions,proves an existence theorem of almostperiodic solutions for integrodifferential systems.

3.采用上下解方法,给出了个积系统概周期解存在的般性

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4.This paper presents the source coding theorem for discrete-time stationary Gaussian sources with absolutely summable autocorrelation sequence.

4.摘要本论文提出具有绝对可加性自相关数的离散时间稳高斯讯号的

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5.In addition,the paper proposes decision judgement theorem,decision discernment theorem, decision surplusage discarding theorem and hole digging principle on decision factors universe X .

5.文章提出具有中性域X(X≠{x})X的上的双枝模糊决策的概念和决策优化析模型、决策、决策识别、决策去余和决策因素域X上的挖洞原理。

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6.Based on some basic theorems in theory of numbers this program takes advantage of probabilistic algorithm to test a large number for primality.

6.基于初等数论中的些基本,本程利用概率算法,快速个大数是否为素数。

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7.Imagine that you are a nonsmoker sharing a room with a smoker.According to the Coase theorem, what determines whether your roommate smokes in the room?

7.假设不吸烟的你和个烟民同住室,根据科斯,什么决了你的室友是否在室内吸烟?

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8.In the practical applications of highly nonnormal matrices, these theorems may be more useful than their generalized eigenvalue special cases and may provide more descriptive information.

8.在对高度非正规矩阵的研究应用中,这些将比它们的特例-广义特征值更可靠,能提供更多的信息。

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9.By proving properties of demicontinuous function and series with function terms, use methods of finite coveting theorem and its application in proving problems are introduced.

9.通过半连续函数及函数项级数等有关性质的证明,介绍了有限覆盖的使用方法,说明了它在证明问题中的作用。

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10.Using the Relativity Theory, Ampere s law can be derived from the Colulmb s law, and the induced-electromotance and dynamic-electromotance may be alternated each other.

10.应用相对论理论,安培律可通过库仑推出,感生电动势和动生电动势可以相互转化,在此意义上磁学基本律可进步统到静电学律之中。

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11.Investigators noted that the results were identical whether the reference diuretic was chlorthalidone or hydrochlorothiazide and that the overall network findings were confirmed by Bayesian analysis.

11.研究者指出,结果不受参照药是氯噻酮还是氢氯噻嗪影响,统计方法为贝叶斯

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12.This paper presents and proves a discriminant theorem which is suited to examine the determinability of the discrete linear system,which shows that an outstanding issue of this field has been solved.

12.本文得到离散线性系统能决性的,该解决了文献中尚未解决的相关问题.

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13.Be in division this in a lot of serious thoughts, cite to produce different meanings the most easily to be misunderstood even again however at most when several divisions this theorematic.

13.在科斯的许多重要思想中,引用最多却又最易产生歧义甚至误解的当数科斯

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14.In this paper , a rigidity theorem of hypersurface in real space form will begiven.In addition, we obtain rigidity theorems of submanifold in sphere which improvethe result of Hou and Xu.

14.本文给出实空间形式中超曲面的个刚性,同时也得到求面中子流形的刚性结果.

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双语版 TED-Ed 演讲精选

1.That relationship can be derived from the Pythagorean theorem.

这种关系源于毕达哥拉斯定理

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Reel知识卷轴

2.Now, in modern times, we call this Pythagoras' theorem.

在现代,们称之为毕达哥拉斯定理

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生活大爆炸 第10

3.It's like when I first encountered the Pythagorean Theorem.

就像第一次接触勾股定理的感觉。

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耶鲁大学公开课:死亡(音频版)

4.And it turns out there's a variety of proofs of the Pythagorean Theorem.

其实有很多种证明勾股定理的方法。

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摩登家庭第_Modern Family-Season10

5.We decided to read Alister's Last Theorem.

们决定去读阿利斯特最后定理

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Reel知识卷轴

6.Now they didn't have what we call the theorem.

那时们还没有们所说的定理

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当月 CNN 10 学生英语 2020年8月

7.The legend around this chalk is that it's impossible to write a false theorem.

说,用这款粉笔书写定理怎么写都不会出错。

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双语版 TED-Ed 演讲精选

8.Proofs use existing mathematical rules and logic to demonstrate that a theorem must hold true all the time.

利用现有的数学定理和逻辑,们可以证明该定理总是成立。

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Big Think超级思想录

9.Now, I actually think that these are accessible to everyone.

现在,真的认为所有人都能理解这些定理

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脑筋急转弯(音频版)

10.And we did that in kind of the intuition behind the binomial theorem videos.

们是在利用二项式定理的方法来解决问题。

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科学60秒-科学美国人 2023年8月

11.They seem to have struck the same nerve 100-some years apart.

100 多年后,这些定理似乎仍能触动人们的神经。

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实习医生格蕾 第2

12.Like i said, there's no hard or fast rule.

就像说的一样,这也没有什么定理可言。

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Big Think超级思想录

13.It's actually quite useful to have case studies or stories, which are these famous theorems.

事实上,学习著名定理的案例和故事是相当有用的。

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福尔摩斯探案之血字的研究

14.His conclusions were as infallible as so many propositions of Euclid.

所作出的结论真和欧几里得的定理一样的准确。

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奇思妙想物语

15.You might remember the Pythagorean theorem from school like what the formula is?

你可能还记得在学校学的勾股定理,比如公式是什么?

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科学60秒-科学美国人 2023年8月

16.And yet, somehow, he came up with these incredible theorems.

然而,不知何故,提出了那些令人难以置信的定理

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Reel知识卷轴

17.This tablet, Si 427, shows us that the application is actually surveying.

这块泥板 Si 427 向们展示了们在用定理进行测量。

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双语版 TED-Ed 演讲精选

18.The answer is no, and we know that thanks to a mathematical principle called Ramsey theory.

不是,因为一个数学定理:" 拉姆齐理论”。

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Reel知识卷轴

19.Instead, they knew all these particular cases where the theorem held true.

相反,们知道所有这些定理成立的特殊情况。

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BBC Ideas 精选(双语)

20.Janteloven is a set of rules, that supposedly dictates how you should behave.

扬特定理是一套规则,它差不多规定了你应该如何表现。

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