很快也会看到关于通量的定理。
由于我们在进行不正式的证明，所以我不会为所使用的公理命名，也不会尝试去证明那些用来令证明有效的中间定理。
Since we are doing an informal proof, I will not name the axioms we are using nor will I attempt to prove the intermediate theorems used to make the proof work.
与蚂蚁类似，网络搜索者也作为一个整体在行动，无论他们是否意识到这一点；这再次完美地印证了一条定理：整体大于部分之和。
And like the ants, web searchers act as a collective team (whether they know it or not), yet another example of the whole being greater than the sum of its parts.
但是模型建立起来后，几乎不可避免地把贝叶斯的预先假定理论也纳入了模型中。
It appears to be objective. But when models are built, it is almost impossible to avoid including Bayesian-style prior assumptions in them.
所以你也可以用，功能定理，或者是机械能，守恒定律。
And so you could have used the work-energy theorem or you can use the conservation of mechanical energy.
旋度也出现了，那就是格林定理。
我们发现，在空间里面也可以做一样的事情，那是Stokes定理，Stokes定理说了什么呢？
Well, it turns out we can do the same thing in space and that is called Stokes' theorem. What does Stokes' theorem say?
好吧，因为那需要时间，有时也会有些尴尬——假如你没有一个去接触他们的特定理由，你会很难知道何时以及如何去和他们保持联系。
Well, because it takes time, and because it can be awkward-if you don't have a particular reason for reaching out, it can be hard to know when and how to do so.
要注意，代文宁定理不仅适用于直流电路，也适用于交流电路。
It is to be noted that Thevenin s theorem applies to AC as well as to DC circuits.
但现在这个结果同时也帮助证明了一个新的数学定理。
But now it has also helped prove a new mathematical theorem as well.
这些公式虽然由弹性稳定理论导出，和非弹性范围内的试验结果也吻合较好。
Although basing on the theory of elastic stability, these formulas agree well with test results in inelastic range as well.
给出柯西中值定理的一个新的证法，说明柯西中值定理也可由拉格朗日中值定理导出。
This paper gives the new method to prove the cauchy mean value theorem which also may be deduced from the Lagrange mean value theorem.
“合成谬误”的传统分析不仅与科斯的新的方法、新的视角相背离，也与科斯定理的基本内涵相矛盾。
The conventional analysis of fallacy of composition not only deviates from the new approach and perspective of Coase but also contradicts the connotation of Coase theorem.
而针对有固定流的情况，证明了相应的检验定理，也导出了模型的最优控制解。
A meaningful problem of the fixed stream is considered in the model and a new verification theorem has been proved.
同时，也对四色问题与初等几何定理证明作了简单的讨论。
Additionally, the well-known four colour problem and elementary geometry theorem-proving problem have been discussed.
作为其应用，也给出了相应的极大极小组定理。
As their applications, some new systems of minimax theorems are given too.
本文给出了在二叉前序线索树中消除困难访问的填左局部根算法f。其他有关的定理、定义及算法也一并附出。
In this paper, algorithm f, which can fill in left local root on preorder in-threaded binary trees, and other related theorems, definitions and algorithms are presented.
另一方面，也为微积分学基本定理的教学，提供了简明的材料。
On the other hand, they also supply a brief material for the teaching of the fundamental theorem of calculus.
也引申出命题逻辑定理证明的一个可信性问题。
Furthermore, it presents a creditability problem about theorem proof in propositional logic.
即使对于概周期的情形，我们的定理也推广了一些早期的结果。
Even in the case of almost periodicity, our theorems extend some earlier results.
即使承认这一看法，西方最早给出勾股定理证明的时间也不会早于公元前585年，即相传毕达哥拉斯出生的那一年。
Even if admit this view, in the western countries the time of first proof of the Pythagoras theorem is not probably early than epoch ago 585 year.
现在，这段具有批评性的、有见地的开场白的目标在于阐明一个定理：复活节既不是一个日期、一个季节、一个喜庆日、一个节假日，也不是一个场合。
Now, the object of this critical and learned preamble is to set forth the theorem that Easter is neither a date, a season, a festival, a holiday nor an occasion.
这真是不易之定理也。
如果系统是健全和公理是真的那么它的定理也保证是真的。
If a system is sound and its axioms are true then its theorems are also guaranteed to be true.
学生学习专业术语是为了理解重要的科学概念和定理，而成为一个具有科学阅读和写作能力的人，也为能更深入地学习生物学这门科学打下基础。
Students learn such terms not only to understand important scientific concepts and theorems, develop science reading and writing ability, but also to lay the foundation of biology study in depth.
也提出了相应的定理，它代表的对应关系上的润色功能和快速的过滤功能，左抛光功能和慢速过滤功能，。
Two corresponding theorems, which represent the corresponding relationships between upper polish function and fast filter function, left polish function and slow filter function, are also proposed.
本文认为，尼采并不拒绝科学，也不完全否定理性。
I think, Nietzsche did not reject science and not negate rationality completely.
本文认为，尼采并不拒绝科学，也不完全否定理性。
I think, Nietzsche did not reject science and not negate rationality completely.
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