Leibnitz的例句大全

the conservation equations of moving boundary control volume are established by introducing leibnitz formula of moving boundary integration in this paper, influence of see-saw effect in steam generator simulation is eliminated simultaneously.

引入移动边界积分的莱布尼兹公式建立了边界可移动控制体的守恒方程，解决了以往在蒸汽发生器（SG）仿真过程中跷跷板（See-Saw）效应的影响。

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Leibnitz was another child prodigy who, after the fashion of his kind, was writing Greek and Latin from an early age.

莱布尼兹是另一个神童，他和别的天才儿童一样，从年龄很小的时候起就能写希腊文和拉丁文了。

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but newton was the more powerful man, and managed to blacken leibnitz's image comprehensively, at least in england.

可是，牛顿是个有权势的人物，他诋毁莱布尼茨的形象，至少在英国。

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the doctrine , asserted by leibnitz , that this world is the best of all possible worlds .

由莱布尼兹创建的一种理论，认为这个世界是尽善尽美的。

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leibnitz, however, had the last laugh.

但毫无疑问，莱布尼茨，笑到了最后。

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as for a calculus of rational thought: dream on leibnitz.

而对于推理思维，就继续莱布尼兹的梦想吧。

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isn't it? it's leibnitz law; it's the law of logic.

不是吗，这是Leibnitz法则，逻辑的法则。

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democritus called it atoms. leibnitz called it monads.

德谟克利特说是原子，莱布尼茨说是单子。

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the operation of differentiation was first systematized by newton(1642-1727)and leibnitz.

微分的计算最早是由牛顿（1642-1727）和莱布尼兹加以系统化的。

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a broaden form of newton - leibnitz formula and its application

牛顿-莱布尼兹公式的一种扩充形式及其应用

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indeed it was this analysis which led newton and leibnitz to the discovery of differential calculus.

就是这样的分析使牛顿和莱布尼兹发明了微积分。

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it was the achievement of newton and leibnitz to make the last statement precise in a mathematical sense, thereby solving both problems.

这就是牛顿和莱布尼兹的成就，他们对于上述的问题给出精确的数学意义，进而解决了问题。

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leibnitz holds that the theory of possible world is based on above two principles.

莱布尼茨的可能世界理论是建立在矛盾原则和充足理由原则之上。

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three centuries ago, gottfried wilhelm leibnitz had a dream.

三个世纪前，戈特弗里德·威廉·莱布尼兹曾有过一个梦想。

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leibnitz praying is grand, voltaire adoring is fine.

祈祷中的莱布尼茨③是伟大的，崇拜中的伏尔泰是壮美的。

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gladstone undertook the premiership when he was 82 years old. leibnitz came along and turned newton's definition upside down.

格莱斯顿在他82岁时担任首相职务。莱布尼茨把牛顿的定义颠倒了过来。

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in the paper, we use the graphical representation to give another proof of the fundamental theorem of calculus ( newton& leibnitz formula), which includes methods of teaching of the author.

在这篇文章里，我们利用一些熟知的重要公式揭示了微分与积分的相互转化，同时给出了牛顿&莱布尼兹公式的另一推导，反映了作者的若干教学方法。

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Newton-Leibniz ( or Leibnitz ) ( lie-bnits ) formula.

牛顿 - 莱布尼兹 ( 奈端 - 来本之 ) 公式.

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Leibnitz came along and turned Newton's definition upside down.

莱布尼茨把牛顿的定义颠倒了过来.

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