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arXiv quant-ph/0004013quant-ph
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海森堡(“不确定性”)关系的真正重新解释

A genuine reinterpretation of the Heisenberg's ("uncertainty") relations

Spiridon Dumitru

摘要:

尽管\smallskip很受欢迎,但\QTR{bf}{H}艾森伯格的("不确定性“)\QTR{bf}{R}关系(HR)仍然产生争议。HR的\QTR{bf}{T}传统的\QTR{bf}{I}解释(TIHR)主导着我们的日常科学,尽管多年来它的许多缺陷被指出。这些事实证明重新调查的问题与解释/意义的人权。在这里,它是开发这样一个重新调查开始的主要内容TIHR的重估。因此,人们发现,所有相关要素都受到无法克服的缺陷的困扰。这就导致了TIHR的失败和放弃的必然性。因此,人力资源必须被剥夺其质量的关键物理公式。此外,HR被证明不过是简单的涨落公式与经典(非量子)物理中的自然相似。从一个新的信息角度来描述测量的不确定性(传统上与人力资源)。普朗克常数$\hbar $(也与HR相关)被揭示为具有量子随机性的通用指标的意义,类似于玻尔兹曼常数k在热随机性方面的作用。

英文摘要:

In spite \smallskip of their popularity the \QTR{bf}{H}eisenberg's (``uncertainty'') \QTR{bf}{R}elations (HR) still generate controversies. The \QTR{bf}{T}raditional \QTR{bf}{I}nterpretation of HR (TIHR) dominate our days science, although over the years a lot of its defects were signaled. These facts justify a reinvestigation of the questions connected with the interpretation / significance of HR. Here it is developped such a reinvestigation starting with a revaluation of the main elements of TIHR. So one finds that all the respective elements are troubled by insurmountable defects. Then it results the indubitable failure of TIHR and the necessity of its abandonment. Consequently the HR must be deprived of their quality of crucial physical formulae. Moreover the HR are shown to be nothing but simple fluctuations formulae with natural analogous in classical (non-quantum) physics. The description of the maesuring uncertainties (traditionally associated with HR) is approached from a new informational perspective. The Planck's constant $\hbar $ (also associated with HR) is revealed to have a significance of generic indicator for quantum stochasticity, similarly with the role of Boltzmann's constant k in respect with the thermal stochasticity.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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