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量子规律
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  quantum law
     If we describe this stochostic property from the point of information theory ,we can reveal the new side of quantum law.
     若从信息论的角度出发对这种不确定性进行描述,将有可能揭示量子规律的新的一面.
短句来源
     Based on Maxwellian distribution and De Broglie relation and the relation between the classical law and quantum law ,this paper analyses the relation between characteristic frequency and three-characteristic speed of gaseous molecule in equilibrium states and discusses the applications of division frequency and division temperature as well as the relation between them.
     据麦克斯韦分布律和德布罗意关系 ,以及粒子经典规律与量子规律对应关系 ,分析了气体分子热运动的最可几频率、平均频率及方均根频率与三特征速率间关系 ,并讨论了分界频率与分界温度的应用及相互关系
短句来源
  “量子规律”译为未确定词的双语例句
     Quantum theory was a great discovery in science and technology of the twentieth century, which uncovers the laws that govern the action of microscopic world and shows that the world is governed quantum laws essentially and quantum laws are similar to classical laws in macroscopic world.
     量子论是20世纪科学史上的一个重大发现,它揭示了微观世界所遵循的规律,世界的本质是量子的,经典规律只是量子规律在宏观条件下的近似。
短句来源
     When the size of electric elements or cells of a system reduce to nanometer,the quantum laws must act on its way.
     当组成电子系统的元件或神经系统的细胞的尺度(或其间隙)缩至纳米量级以下时,量子规律必然要起作用.
短句来源
  相似匹配句对
     ON THE HEAT TRANFER LAW AND ECOLOGICAL OPTIMIZATICN OF A QUANTUM CARNOT REFRIGERATOR
     关于量子卡诺制冷机的导热规律和生态学优化
短句来源
     deterioration law
     退化规律
短句来源
     QUANTUM KEY DISTRIBUTION
     量子密码术
短句来源
     Quantum control theory
     量子控制论
短句来源
     The Regularity of Man
     人的规律
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  quantum law
Quantum Law of Motion: Analysis and Extension to Higher Dimensions
      
The hydrodynamical character of the quantum law of evolution provides an efficient way to solve this problem.
      


Micro-parricle possess wave-particle duality, so the behavior of micro-particle is uncertainty like classical systems and the numerical value of its physical quantity possess more stochastic property. So these lead to difficulty of physical explanation, even cause perplexity of logical and philosophy. And we could not get a satisfactory explanation. If we describe this stochostic property from the point of information theory ,we can reveal the new side of quantum law. This article try to clarify from the point...

Micro-parricle possess wave-particle duality, so the behavior of micro-particle is uncertainty like classical systems and the numerical value of its physical quantity possess more stochastic property. So these lead to difficulty of physical explanation, even cause perplexity of logical and philosophy. And we could not get a satisfactory explanation. If we describe this stochostic property from the point of information theory ,we can reveal the new side of quantum law. This article try to clarify from the point of information theory , among micro-systems exist the transmission of energy, momentum ,mass but also information, we can express statistical property of wave-particle duality by using information entropy.

微观粒子具有波粒二象性,因而微观粒子的行为并不象经典系统那样确定,其物理量的取值具有随机性.这便产生了物理解释上的困难,甚至导致了逻辑上和哲学上的困惑而无法得到一个满意的解释.若从信息论的角度出发对这种不确定性进行描述,将有可能揭示量子规律的新的一面.本文试图从信息论的角度,阐明微观量子系统间不但存在能量、动量、质量的传递,同时还存在着信息的传递,并可用信息熵表示波粒二象性的统计特性.

Based on Maxwellian distribution and De Broglie relation and the relation between the classical law and quantum law ,this paper analyses the relation between characteristic frequency and three-characteristic speed of gaseous molecule in equilibrium states and discusses the applications of division frequency and division temperature as well as the relation between them.

据麦克斯韦分布律和德布罗意关系 ,以及粒子经典规律与量子规律对应关系 ,分析了气体分子热运动的最可几频率、平均频率及方均根频率与三特征速率间关系 ,并讨论了分界频率与分界温度的应用及相互关系

This paper is the sequel of the author's papers , , and . Quantum mechanics is involved to present a new version of hedging contingent claims. The financial meaning of some results obtained in the sense of quantum theory is studied. Finally, but not at last, the author tries his best to explain, in some details, why we should use quantum financial models in real world financial markets.

金融市场中的风险资产的演化过程遵从某种统计规律。这种统计规律通常是采用经典概率理论来加以阐述的。最近 ,作者提出了从量子力学的角度来探讨金融问题的设想 [1] ,[2 ] ,[3]。其中 ,作者不仅从量子力学的角度用 Maxwell- Boltzmann统计重新推导了著名的 Cox- Ross-Rubinstein期权定价公式 ,而且还用量子力学中的 Bose- Einstein统计 (不可分辨粒子模型 )得到了一个新的期权定价公式。这表明在理论上存在着一套关于金融市场的和谐的“量子理论”——量子金融。本文从对冲的角度来阐述这种潜在理论的金融意义和可能的实际内涵。作者给出了对冲定价的量子方案 ,详细讨论了单期金融市场的量子对冲问题。最后 ,作者解释了为什么 (某些 )金融市场在物理上要遵循量子规律 ,而不是经典统计规律。

 
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