命题

What a amazing eyes, when zhao mei mentioned the tomb, she was fascinated by them believe in that could make her feel easy. When I was studying in middle school, I read a lot about her books, and then I was abording when I touched by so mysterious words of tomb. Very occasionally, we have a named composition of "Outside the window", my mind canot stop thinking about death and tomb, thus I wrote a lady who lived in the tomb, it absorded my mandarin teacher who is much more fantastic than me, so even told me after reading my composition she found herself in tears.

这是一个怎样迷人的神采啊，当赵玫说起墓地，她说这是让她安心又让她着迷的地方，我记得当我还在初中的时候，看到她写有关墓地的事情，我恰好在写一篇叫做〈窗外〉的命题作文，当时我的脑袋里出现了一个住在墓地里的女子，这篇作文浪漫的思想吸引了我们那位更加浪漫的老师，她对我说她看完忍不住流泪了，这样，她成了第一个鼓励我写作的老师。

For as it was found that all mathematical inferences proceed in accordance with the principle of contradiction (which the nature of all apodeictic certainty requires), it was supposed that the fundamental propositions of the science can themselves be known to be true(2) through that principle.

因为由于发现一切数学的推理都是按照一切必然性的确实性之性质所要求的矛盾原理而进行的，于是就认为数学这门科学的基本命题本身也是通过矛盾原理而被人认知[30]的。

For geometrical propositions are one and all apodeictic, that is, are bound up with the consciousness of their necessity; for instance, that space has only three dimensions.

因为几何学的定理全都是无可置疑的，亦即与它们的必然性的意识结合在一起的，例如空间只有三种量度；但这一类定理不可能是经验性的命题或经验判断，也不是从这些经验判断中推出来的。

What here causes us commonly to believe that the predicate of such apodeictic judgments is already contained in our concept, and that the judgment is therefore analytic, is merely the ambiguous character of the terms used.

我们所用的术语的模糊性导致我们认为这些判断是直接包含在我们的概念之中的，因此这个命题是分析性质得。

For as it was found that all mathematical inferences proceed in accordance with the principle of contradiction (which the nature of all apodeictic certainty requires), it was supposed that the fundamental propositions of the science can themselves be known to be true through that principle.

所有的数学推论都是遵守着矛盾原理(即是 A 和非 A 不能同时存在)，于是我们猜想所有的基本数学命题都可以通过这个原理来被证明。

For kindred reasons, geometrical propositions, that, for instance, in a triangle two sides together are greater than the third, can never be derived from the general concepts of line and triangle, but only from intuition, and this indeed a priori , with apodeictic certainty.

凭着类似的原因，几何学的命题，比如&三角形两角之和必定大于第三边&，不能从简单的线和角的概念推论出来，他们仅仅是直觉，只有矛盾的确定性。

It has been too often assumed that "proof" must be what Kant called " apodeictic" that is of the kind that we used to be familiar within Euclid, where the argument could be concluded with a triumphant Q.E.D. because every rational person who understands the propositions is compelled to accept the inference.

我们常常假定，&证据&一定是康德所称之&绝对肯定的&--那种我们在欧氏推论中所熟悉的，那种可以把论据推演到成功地&证完&，因为每个懂得命题的具有理性的人都一定会接受那样的推断。

This sets question Israeli Baroque gram period of the whole music style characteristics Be a big background, concrete arrive the music style of the flute work, take this as to correspond a point, go deep into a concrete research Baroques period flute work to play a method.

此命题以巴洛克时期的整体音乐风格特点作为大背景，具体到长笛作品的音乐风格，以此为切入点，深入具体的研究巴洛克时期长笛作品的吹奏方法。

Especially, we take China's realistic circs into the analysis, and we get some significative results.

另外，在对各个外部约束的理论分析之后，我们都根据中国的实际，放松了假设，得到了一些有意义的命题。

The article holds the essence of the new course reformation and dialectically cognizes the ideology and method of evaluation, starts from our country's information technology education evaluation, and emphasizes the guideline of summary evaluation. Combining the current information technology level examination, this text puts forward some suggestions.

本文在把握新课程改革的思想精髓和辩证地认识评价思想、方法的基础上，从我国信息技术教育评价现实出发，重点讲述了总结性评价的命题指导思想，并结合当前的浙江省信息技术等级考试，提出了几点建议。

This one mode pays close attention to network credence foundation of the businessman very much.

这一模式非常关注商人的网络信用基础。

Cell morphology of bacterial ghost of Pasteurella multocida was observed by scanning electron microscopy and inactivation ratio was estimated by CFU analysi.

扫描电镜观察多杀性巴氏杆菌细菌幽灵和菌落形成单位评价遗传灭活率。