1) traditional probability
经典概率
1.
The two terms, traditional probability and quantum probability are defined.
概率的置信度 (主观 )解释、确认度 (逻辑 )解释、频率 (真实度 )解释共享帕斯卡公理 ,共享帕斯卡公理的概率我们统称其为经典概率 ;而概率概念在量子力学应用中带来的变化形成的概率称为量子概率。
2) classical probabilistic theory
经典概率论
1.
But it is also possible to derive spin correlation formula in quantum mechanics according to the classical probabilistic theory.
文章证明:导致贝尔不等式的是经典概率论,与定域性原理无关,也与隐变量理论无关;但应用经典概率论,也可以导出量子力学的自旋相关公式。
2.
It is pointed that Bell had two misunderstandings for his work: Firstly,the hidden variable theory that he applied for deriving Bell s inequality keeps wholly intact the operating rules of classical probabilistic theory,but he regarded it as the general local hidden variable theory.
贝尔对自己的工作有两点误解:第一,贝尔用以导出贝尔不等式的隐变量理论具有一个极为特殊的性质:它原封不动地保留了全部经典概率论的运算规则,贝尔却把这种理论当成一般的"定域隐变量理论";第二,当贝尔从他的隐变量理论导出贝尔不等式时应用了两个命题,他把其中之一理解为"定域隐变量理论"的特征,而实际上导出贝尔不等式的却是另一命题。
3) classic probability
古典概率
1.
This paper introduces the problems of some identical equation solved by the numerical characters of the classic probability and stochastic variable.
介绍了用古典概率和随机变量的数字特征来解决数学分析中的一些恒等式问题。
2.
Abstract: Two methods of solving a classic probability problem were given.
文章给出一个古典概率问题的两个解法,从而导出几个有趣的等式。
4) classical probability
古典概率
1.
Teaching of classical probability and the training of ability;
古典概率教学与能力的培养
2.
It′s applications in solving a class of classical probability problems related to numbers are illustrated.
本文给出一个不定方程非负整数解的组数的组合计数公式,说明了它在求解一类与数字有关的古典概率方面的应用。
3.
This paper presents a fast method based on classical probability and the Laiyite to discriminate GPS abnormal data,which is simulated in VC++ and Matlab.
介绍了一种采用古典概率与莱以特判别法相结合的GPS异常点快速判别方法,通过Visual C++以及Matlab工具进行模拟和仿真。
5) probabilistic typicalities
概率典型性
1.
This paper presents a new noise-resistant fuzzy clustering approach based on probabilistic typicalities and cluster repulsion, denoted as RTCM, proposes a new iteration algorithm,furthermore, validates its converge.
提出了建立在概率典型性和聚类排斥基础上的一个新型无噪声模糊聚类方法RTCM,给出了它的迭代算法过程,并验证了它的收敛性。
6) the classical probability
古典概率论
补充资料:《经典的面孔——101部世界文学名著速读》
斯人先生主编本书是浓缩的传世名著,精致的文学大餐, 高效阅读 震撼体验,为适应21世纪读者的需要,我们在此套书基础上推出了这本《经典的面孔――101部世界文学名著速读》。与前书比较,这本书篇幅缩小了,更方便携带阅读,但内容却更丰富。这本书增加了“阅读导航”、“相关链接”在“作者点击”中,补充或完善了对作者的介绍。同时,在篇目的选择上,除精选前书介绍过的作品外,还增加了多篇前书未加介绍的著名作者,例如《生命中不能承受之轻》、《铁皮鼓》、《小径分岔的花园》等。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。