很久以后狄拉克才知道了真相。
The notion of a Dirac measure makes sense on any set whatsoever.
狄拉克测度的概念在任何集合上都有意义。
M. Dirac to be the first recipient of the J. Robert Oppenheimer Memorial Prize.
狄拉克教授为J .罗伯特·奥本海默纪念奖的首位获奖者。
Dirac went on to win the Nobel prize in physics in 1933 for his discovery of antimatter.
狄拉克因为发现反物质而赢得了1933年的诺贝尔物理学奖。
Young Paul Adrien Maurice Dirac was one of the members of this team-the most versatile one.
年轻的狄拉克是这个队伍中的一员——而且是最有才的一位。
The Dirac equation is decomposed into a pair of equations of two spinors.
把狄拉克方程分解成了两个单旋量的联立方程组。
So I set up a prize for maths at the local school, and wrote to Dirac asking to use his name.
于是我在当地学校设立了一项数学奖，并写信给狄拉克请求以他的名字冠名。
A few months later, Dirac, at 31, became the youngest theoretician to win the physics Nobel Prize.
几个月后，31岁的狄拉克获得诺贝尔物理学奖，是诺奖得主中最年轻的理论物理学家。
It is often customary, when one has a new idea, to ask if Dirac hasn't done something in this area.
当一个人有了什么新想法，习惯性的做法是，向别人问一下狄拉克在这个领域是否做过什么工作。
Instead, Dirac interpreted it as antimatter-and, four years later, it turned up in a real experiment.
相反，狄拉克将其解释为反物质—并且在四年后，在现实的实验中验证了它的存在。
Specifically, monopoles could exit at the ends of long tubes carrying magnetic fields called "Dirac strings.
特别地，磁单极子可以存在于称为“Dirac弦”的，也就是携带磁场的长管的两端。
Heisenberg matrix mechanics could hardly be regarded as laws of nature without the fundamental formulation of Dirac.
如果没有狄拉克的符号表示，海森堡的矩阵力学将很难被视为大自然的法则。
His colleagues mocked the idea, but Dirac stuck to his guns: the maths was so harmonious that reality had to reflect it.
同事笑话他的观点，但狄拉克坚持己见：数学太和谐了，必然会反映在现实中。
This positively charged particle, now called the positron, was indeed discovered two years after Dirac had predicted it.
迪拉克做出预测两年后，就有人真正发现这种释放正电的粒子，也就是现在的正电子。
But Paul Dirac, another physicist, made up a scenario to illustrate why some variables have this contentious relationship.
但是保罗·狄拉克，另外一个物理学家，设计了一个方案解释为什么有些变量具有这样有争议的关系。
It should become clear why the Dirac equation has four components and how the Dirac matrices arise in representation theory.
为什么狄拉克方程的波函数有四个分量和狄拉克矩阵如何产生于表象理论就应该变得明朗了。
Professor Dirac is known as a man, not only in physics but also in ordinary conversations, who does not make trivial remarks.
狄拉克教授作为一个精炼的人而著称，不仅仅在物理上，在日常的交谈中也是，他从来不说废话。
The article provides more than four types of definitions of Dirac function, and has studied various natures of Dirac function.
从各种不同角度给出了狄拉克函数四种以上的定义，同时还研究了狄拉克函数的各种性质。
This new view of particles was initiated by Dirac when he formulated a relativistic equation describing the behavior of electrons.
这一新的粒子观是由迪拉克首创的，他列出了描述电子运动行为的相对论方程。
If Newton was the Shakespeare of British physics, Dirac was its Milton, the most fascinating and enigmatic of all our great scientists.
如果说牛顿是英国物理学界的莎士比亚，那么狄拉克就是弥尔顿，他是英国一流科学家中最有魅力、最令人费解的一位。
We show that in the presence of high potential steps the Dirac equation has solutions which violate the principle of charge conservation.
我们阐明在高势阶跃下狄拉克方程存在违反电荷守恒定律的解。
Both the whole logarithmic term and the subleading logarithmic term which relates to the spins of the Dirac particles are always positive.
无论整个对数项还是与自旋联系的子对数项都总是正的。
The first part deals with magnetic fields which give rise to very interesting phenomena and strange spectral properties of Dirac operators.
第一部分论述引起非常有趣的现象和狄拉克算子奇异光谱的磁场。
The diagonal form clearly exhibits a symmetry between the positive and negative parts of the spectrum of a "Dirac operator with supersymmetry".
对角化形式清楚表现出“带超对称的狄拉克算子”光谱的正负粒子的对称性。
It is a great honor for us to participate tonight in these modest ceremonies in awarding Professor Dirac the J. Robert Oppenheimer Memorial Prize.
我们非常荣幸地能够参加今天晚上这个授予狄拉克教授J .罗伯特·奥本海默纪念奖的庄重典礼。
As Farmelo puts it, the discovery of quantum mechanics knifed open a sack of mathematical gemstones - and it was Dirac who gathered the most diamonds.
正如法默洛所说，量子力学的发现把装满数学珍宝的袋子划开了一条缝，狄拉克撷取的宝石最多。
Three dimensional (3D) topological Dirac/Weyl semimetals are currently a new frontier and focus topic in condensed matter physics and materials science.
三维拓扑狄拉克/外尔半金属是近期凝聚态物理和材料科学领域的一个新的研究热点，并得到了广泛的关注。
The relation between screening constant and temperature has been obtained by the approximate eigenfunctions of electrons in a crystal and Fermi-Dirac statistics.
本文利用晶体的电子近似本征函数和弗密——狄喇克统计得出屏蔽系数和温度的关系。
The relation between screening constant and temperature has been obtained by the approximate eigenfunctions of electrons in a crystal and Fermi-Dirac statistics.
本文利用晶体的电子近似本征函数和弗密——狄喇克统计得出屏蔽系数和温度的关系。
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