Pauli says no two electrons in a given system can have the entire set of quantum numbers identical.
泡利说在一个给定的系统内，没有两个电子有完全相同的量子数。
What did he do? Well, he studied with Pauli.
他做过些什么，他曾和泡利一起学习过。
And Pauli was asked his opinion about another physicist.
有人问泡利对另一个物理学家的看法。
St Pauli itself joined in the spirit of the competition.
圣保利也以竞争的精神参与了比赛。
The importance of Pauli principle manifests itself clearly.
泡利原理的重要性清楚地表现了出来。
It was the kind of idea that people associate with St Pauli.
由这种想法自然要联系到圣保利足球俱乐部。
One is the Pauli exclusion principal, we discussed this on Wednesday.
一个是泡利不相容原理，我们在周三讨论过它。
That includes Pauli Exclusion Principle and includes Hund's Rule and so on.
包括保利不相容原理,和洪特原理等等。
Pauli exclusion principle; applies to the behavior of atoms and particles.
基于量子理论的统计力学：应用在原子与粒子的行为上。
And you are saying wait a minute, he has violated the Pauli Exclusion Principle.
你们有人在喊我停一下，说我违反了保利不相容原理。
And once they start to become part of one system, Pauli Exclusion Principle kicks in.
一旦他们开始成为体系的一部分，泡利不相容原理起作用了。
The first one is the Pauli Exclusion Principle which was enunciated by Wolfgang Pauli.
第一部分是泡利不相容原则，由沃尔夫冈， 泡利做了详尽阐释。
Pauli deduced the principle from spectroscopic data prior to the advent of quantum mechanics.
泡利是在量子力学出现以前，根据原子光谱的数据导出这个原理的。
And Pauli says no two electrons in a given system can have the entire set of quantum Numbers identical.
而泡利认为在一个给定的系统内，没有两个电子有完全相同的量子数。
Gunter PAULI (1956) obtained his masters in business administration from INSEAD, Fontainebleau, France.
冈特·泡利(1956)在法国枫丹白露欧洲工商管理学院商学院获硕士。
The St Pauli neighbourhood association says the Wildpinklers have become such a serious problem that it had to act.
圣保利的社区协会称：随街小便问题已非常严重，我们必须有所行动。
This paper deals with a method to deduce the atomic ground state spectra terms onthe basis of Hund rules and Pauli exclusion principle.
根据洪特第一规则及保里不相容原理，提出了推求原子基态光谱项的一种简便方法。
And we are going to use the Pauli Exclusion Principle and we are going to use the fact that we fill from lower energy to higher energy.
我们将会用到泡利不相容定律，而且我们准备利用这个事实，那就是我们从低能级到高能级填充。
The expression of average susceptibility for Pauli paramagnetism of an ideal Fermi gas with finite number of particles is resolved by using statistical average method.
运用统计平均方法，解析出有限粒子数理想费米系统泡利顺磁性平均磁化率的表达式。
The remaining six types of particles do not follow the Pauli s exclusion principle. they can join forces and add up their effects, become the mediators of interactions.
余下的六种粒子并不遵守泡利不相容原理，所以他们可以联合起来，叠加他们的影响力，而变成粒子间相互作用的传递者。
On the premise of considering Pauli exclusion principle strictly, we have obtained an exact general formula of multiparticle and multi-hole state densities for any single-particle Hamiltonian.
在严格考虑泡利不相容原理的前提下，我们导出了任意单粒子哈密顿量的多粒子、多空穴能态密度的精确的、一般的公式。
On the premise of considering Pauli exclusion principle strictly, we have obtained an exact general formula of multiparticle and multi-hole state densities for any single-particle Hamiltonian.
在严格考虑泡利不相容原理的前提下，我们导出了任意单粒子哈密顿量的多粒子、多空穴能态密度的精确的、一般的公式。
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