Leibniz
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英
例句
I have no doubt that every single philosopher whom I have mentioned, with the exception of Leibniz, is better known to many men than to me.
我毫不怀疑，很多人对于我所述及的任何一个哲学家，——除了莱布尼兹之外——都比我知道得多。
Newton was the first to apply calculus to general physics and Leibniz developed much of the notation used in calculus today.
牛顿是第一个适用于一般的物理演算和莱布尼茨大部分发达国家中使用的符号演算今天。
Leibniz's dream of Universal Language seems to build confidence on the reconstruction of the Babel.
莱布尼茨的设想似乎为人类建造巴别塔重新树立了信心。
Several examples may illustrate the lack of clarity even among the great immediate successors of Newton and Leibniz.
有几个例子可以说明：即使Newton和Leibniz的卓越的直接继承人也缺乏明晰性。
As the famous German philosopher Leibniz said, the world no two are exactly the same leaves.
正如著名的德国哲学家莱布尼茨所说，世界上没有两片完全相同的树叶。
Leibniz's life was dominated by an unachievable ambition to Excel in every sphere of intellectual and political activity.
莱布尼茨一生被这样一个不可能实现的野心所支配，那就是他企图在智力和政治的各个领域出人头地。
The land of Leibniz and Humboldt, of Goethe and Gauss, is now indulging the fantasies of cynical scaremongers.
这片诞生过莱布尼茨和洪堡、歌德和高斯的土地，现在正沉浸于危言耸听者愤世嫉俗的幻想中。
Leibniz discovered that any number of symbols could be formed from patterns of these two marks.
莱布尼茨发现，任何数目的符号都可以由这两种记号的图案所组成。
Leibniz also invented the stepped gear mechanism for the addend digit introduction, and to this day is still being used.
莱布尼茨还发明了加数位齿轮加强引进机制，到今天仍在使用。
In mathematics, Newton established "the Newton binomial theorem" , and nearly simultaneously established the calculus study with Leibniz.
在数学上，牛顿创立了“牛顿二项式定理”，并和莱布尼兹几乎同时创立了微积分学。
Leibniz's philosophical concern is with ultimate particles of matter, which he called monads.
Leibniz的哲学着眼于物质的最终的微粒，这些微粒他称为单子。
Results Leibniz made peculiar contribution to the differential equation. First, he put forward the terminology of differential equation.
结果莱布尼茨在微分方程方面成就独特：首次提出数学术语“微分方程”并开创常微分方程领城的研究；
Finally, Kant exhibits this puzzlement, and efforts of Spinoza and Leibniz are realized in Kant's philosophy in a perfect way.
最终，康德明确地表达了这一难题，而斯宾诺莎和莱布尼茨的努力方向也以一种完美的形式完成于康德哲学中。
Conclusion The thought and methods put forward by Leibniz played a decisive function in the research of the differential equation.
结论莱布尼茨的思想方法对微分方程学科的创立和从微积分中的分离具有决定作用。
In fact, Leibniz's law is used in different ways by different people but this is one particular form of it.
事实上莱布尼兹法则被不同的人们广为利用，但这只是其中的一个特殊形式罢了。
Among them, Descartes, Leibniz, Montesquieu, Voltaire, Goethe and Kant all studied the traditional Chinese culture.
其中就有笛卡儿、莱布尼茨、孟德斯鸠、伏尔泰、歌德、康德等，他们都对中国传统文化有过研究。
Leibniz observed the similarity and interchange between deontic modality and traditional modality.
莱布尼茨注意到道义模态和传统的模态之间的类似和转换。
The Dukes of Hanover thought they knew what Leibniz should be doing with his time: working on their family history.
汉诺威的公爵们认为他们知道莱布尼茨最应当做什么：编写他们的家族史。
Gottfried Leibniz was a German scientist and mathematician.
戈特弗里德莱布尼兹是德国科学家，数学家。
Both Leibniz and Newton had independently developed a branch of mathematics called calculus, which underlies most of modern physics.
莱布尼兹和牛顿两人都独自创建了微积分这一数学分支，从而为大部分现代物理学奠定了基础。
Several examples may illustrate the lack of clarity even among the great immediate successors of Newton and Leibniz.
有几个例子可以说明：即使Newton和Leibniz的卓越的直接继承人也缺乏明晰性。
Leibniz's philosophical concern is with ultimate particles of matter, which he called monads.
Leibniz的哲学着眼于物质的最终的微粒，这些微粒他称为单子。
All of their contributions were crowned by the achievements of Newton and Leibniz.
位于他们全部贡献的顶峰是Newton和Leibniz的成就。
In this paper, weakening the existing condition, which make Newton-Leibniz formula generalize, and also the examples of using are given.
本文通过减弱该条件使牛顿-莱布尼兹公式得到推广，并给出了应用实例。
Meanwhile, Newton-Leibniz formulas of double integral and curvilinear integral are discussed.
同时，讨论了二重积分和曲线积分的牛顿-莱布尼兹公式。
Conditions of Newton-leibniz formula are studied, and corresponding examples are given.
对牛顿—莱布尼茨公式的条件进行研究，并且给出相关例子。
In the history of western philosophy, Leibniz drew a distinction between logical truth and factual truth.
在西方哲学史上，莱布尼茨对逻辑真理和事实真理作了明确的区分。
However, for a long time, Leibniz's thought of linguistic philosophy hasn't been sufficiently taken into account by people.
然而，长期以来，莱布尼茨的语言哲学思想并未引起人们的足够重视。
All of their contributions were crowned by the achievements of Newton and Leibniz.
位于他们全部贡献的顶峰是Newton和Leibniz的成就。
Herr Leibniz, for our purposes there is and can only be one Wittgenstein.
莱布尼兹同志，对我们来说，有且只有一个维特根斯坦。
The question, then, is why should we prefer this object over, say, Leibniz's Monads?
问题是，我们凭什么就认为这种四维模型要比别的理论，比如莱布尼茨的单子论，更正确呢？
Saxong has nurtured many well-known people. Great scientist Leibniz, composer Bach, and writer Lessing lived here.
萨克森州名人辈出，伟大的科学家莱布尼茨、音乐家巴赫和文学家莱辛都曾在这里生活过。
Now we use the calculus is the universal symbol Leibniz was carefully chosen.
现在我们使用的微积分通用符号就是当时莱布尼茨精心选用的。
His most recent book is "Divine Machines: Leibniz and the Sciences of Life. "
他最新力作是《预测机制：莱布尼兹和生活科学》。
Leibniz: In every head is a little shithead.
莱布尼兹：每个头里面都有个屎头。
Calculus, developed by Newton and Leibniz, is based on derivatives (slopes) and integrals (areas) of curves.
演算，由牛顿和莱布尼茨的，是基于对衍生工具（坡）和积分（区）的曲线。
In fact, Newton and Leibniz were their own independent research, in the similar period of time have largely completed.
其实，牛顿和莱布尼茨分别是自己独立研究，在大体上相近的时间里先后完成的。
In this way, from the spirit of Monad, Leibniz establish his Theory of Substance.
就这样从精神性的单子开始，莱布尼茨建立了他的实体观。
Unlike Pascal's Leibniz's could add and multiply.
与帕斯卡莱布尼茨的可能增加和繁殖。
In 1686, Leibniz published the first calculus literature.
1686年，莱布尼茨发表了第一篇积分学的文献。
Leibniz , who came a little bit later -- this is 1679 -- showed that you didn't even need subtraction .
9年，莱布尼茨更加推进了一步证明甚至可以不用减法运算。
This very slowly converging series was known to Leibniz in 1674.
这个收敛很慢的级数是莱布尼茨在1674年得到的。
According to Leibniz, the ultimate and indivisible units of all existence.
根据莱布尼茨，最终的和不可分割的单位都存在。
