康托尔于1874年创立了普通集合概念。
分析了存在于康托实数集合不可数证明中的错误。
The mistakes in Cantor 'Proofs on the uncountability of real number sets were pointed out.
首先揭示，康托对角线法的使用存在一个隐含前提。
First, this paper reveals that Cantor's Diagonal Argument has an enigmatic premise.
本文同时研究分析了康托结构中的零有效折射率带隙。
We also investigate and analyzed the property of the zero-band gap of the cantor structure.
结果表明，用康托·洛维奇解法求解斜板桥是可行的。
The results show that Kantorovich solution may be feasible to solve inclined-plate bridge.
康托揭示出许多实数在这样的列表中消失了；这就是自相矛盾的地方。
Cantor showed that a lot of Numbers are missing from any such list; that's the contradiction.
康托尔先生却处在重要位置，这一点应该让关心我们国家未来的所有人感到担心。
Mr. Cantor is. And that should worry anyone who cares about our nation’s future.
本文将康托·诺维奇法应用于由复杂基底平面构成的简体结构的分析。
Using Kantorovich Method, the tube structures with Complicated plane shape are analyzed in this paper.
本文以科赫曲线与康托尔三分点集为例，讨论了有规分形维数的计算；
Regular Fractal Dimension Calculation is discussed by using Koch Curve and Cantor Ternary Set.
一个三分康托集与它的平移集的交集的维数与测度均与平移的长度相关。
It is discovered that the dimension and measure of the intersection of triadic Cantor sets with their translates are related to the translate length.
一个三分康托尘与它的平移集的交集的维数与测度均与平移的长度相关。
It is discovered that the dimension and measure of the intersection of triadic Cantor dust with their translates are related to the translate length.
首先，我们呈现一种新的光子晶体结构，即在分形康托结构的中间引入缺陷。
Firstly, we present a new photonic crystal structure, which is composed of fractal Cantor multilayer with a defect embedded in its middle.
由此得知：1．康托尔为了对无限集进行分类提出连续统猜想时间上是合理的；
The conclusions are drawn as follows: 1. The time when Cantor raised the Continuum Problem is suitable; 2.
本文利用康托·洛维奇定理证明了非线性两点边值问题的一个存在唯一性定理。
In this paper an existence and uniqueness theorem for non-linear two-point boundary value problem is proved by means of Kantorovich 's theorem.
41岁的拉德利在康托·菲茨杰拉德公司当债券经纪人，他从不错过和家人的晚餐。
Mr. Ladley, 41, a bond broker at Cantor Fitzgerald, would not miss dinner with the family. "we."
这两个人都在康托·菲茨杰拉德公司工作，他们同月同日生，也同于2001年9月11日去世。
Both men worked at CantorFitzgerald, had the same birthday and died on Sept. 11, 2001.
他讲了个关于一家酒店的预言故事，生动传达了康托理论的奇异之处，此故事在当今被称作希尔伯特旅馆。
He vividly conveyed the strangeness and wonder of Cantor's theory by telling a parable about a grand hotel, now known as the Hilbert hotel.
埃里克·康托尔，G.O.P.弗吉尼亚州国会议员和共和党首席代理人指出：好像有人喜急了首都一样。
Eric Cantor, G.O.P. Congressman from Virginia and Republican chief deputy whip: it was almost as if panic had struck the capital.
康托尔定理出发，清晰的给出在任意区间的函数一致连续的条件，并且讨论非一致连续的简单的判别方法。
Cantor, the paper presents conditions of uniform continuity of a function in arbitrary boundary, and discusses the simple distinguish method for nonuniform continuity.
康托用此论题来证明有多少自然数（1，2，3，4，…），就有多少正分数（正整数p和q的比率p/q）。
Cantor used it to prove that there are exactly as many positive fractions (ratios p/q of positive whole numbers p and q) as there are natural numbers (1, 2, 3, 4, …).
目前，这种观点遭到了以巴伯、布鲁克和康托尔等为代表的西方学者的广泛质疑与批判，反冲突论思潮盛行一时。
However, the theory is extensively doubted and criticized by some western scholars, such as Ian G Barbour, John Brooke, and the anti-conflict theory has become very popular.
他的主要工作发表题为Tentamen试图提供一个严谨的基础几何，它是弗雷格和康托的作品的赏识易制毒化学。
His major published work entitled the Tentamen is an attempt to provide a rigorous foundation to geometry; it was an unappreciated precursor of the works of Frege and Cantor.
现在，如果因为遭受重创的州当中有几个州是共和党人当政，立刻需要救助，且不带任何附件条件，康托尔先生最后会在这个问题上退让。
Now, Mr. Cantor may end up backing down on this one, if only because several of the hard-hit states have Republican governors, who want and need aid soon, without strings attached.
利用康托·洛维奇-加权残值法求解矩形截面的扭转问题，其实质是将二维问题转化成一维问题，而后采用加权残值法得到问题的近似解。
The problem of torsion with rectangular section by means of Kantorovich MWR method is studied, whose aim is to convert two dimension into one dimension and derives approximate solution with MWR.
他的父亲这么多年来在脑海中一次又一次的回忆他们最后的对话，始终认为布兰登是去找他42岁的姑姑罗赞·朗，后者当时是康托·菲茨杰拉德公司的一名股票交易员。
In the years of going over that lastconversation again and again, his father still thinks Brendan went to look for hisaunt Rosanne Lang, 42, who was an equities trader at Cantor Fitzgerald.
她痛失41岁的丈夫詹姆斯·拉德利（JamesLadley），当时是康托·菲茨杰拉德证券交易公司的一名债券经纪人。 她说，＂情感如涨潮，潮水会把你吞掉。
The cascade ofemotions, though, persists for Sheri Ladley-Calamusa, who lost her husband, James Ladley, 41, a bond broker at Cantor Fitzgerald.
双胞胎女儿出生了（现在六岁大了），F.T.叔叔传奇也随之诞生——26岁的法兰克·托马斯·阿基力诺（Frank Thomas Aquilino）是康托·菲茨杰拉德证券交易公司副总裁。
So along withthe birth of the girls, now 6, was born the Legend of Zio (Italian for “uncle”)F. T. — Frank Thomas Aquilino, 26, a vice president at Cantor Fitzgerald.
在康普顿·沃尼博物馆今天举办了名为“戴安娜和亚克托安-致命诱惑”的展览。
The subject of the exhibition opening today at Compton Verney is called Fatal Attraction: Diana and Actaeon.
在康普顿·沃尼博物馆今天举办了名为“戴安娜和亚克托安-致命诱惑”的展览。
The subject of the exhibition opening today at Compton Verney is called Fatal Attraction: Diana and Actaeon.
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