纠缠信息宇宙的阴暗面

O. Denis
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引用次数: 1

摘要

在探讨了量子信息方法的一些基本理论概念之后,我们重点讨论了熵信息理论,熵信息理论是一种基于信息比特质量的数学信息方法;Massbit = \(\frac{kTIn(2)}{c^2}\)。信息比特的质量和与之相关的新熵公式S = k2 \(\frac{TIn(2)t}{h}\),以及它的替代形式导致新的公式SBH = K \(\frac{c^3In(2)tevap}{16\pi^2GM}\),以独立于面积定律计算黑洞的熵。我们可以用引力定律来表达黑洞的细粒度引力熵,在这个层面上,我们可以把量子引力说成是通过纠缠量子信息的基本原理产生的,考虑到信息是从自由度中产生的;事实上,作为量子态的信息由于被考虑的量子系统的一个自由度的修改而改变。此外,我们使用熵信息公式计算了可观测宇宙的信息含量,得到1.57 1099比特,这一结果非常接近先前的一些估计,可以解释可见宇宙中缺失的所有暗物质。之后,我们利用兰道尔原理计算了与这些信息内容相关的能量总量,得到3.50 1076焦耳,我们可以将这个结果与暗能量估计联系起来。此外,本文还从熵信息理论的角度进行了深入的思考。这个新的完整的熵信息论数学框架可以解释不同的过程是相同的、纠缠的信息的几个方面,考虑到信息是从自由度中产生的,它是纠缠的信息宇宙的理论框架。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Dark Side of the Entangled Informational Universe
After having explored some basic theoretical concepts about the quantum information approach, we focus on Entropic Information Theory which is an informational approach mathematically based on the mass of the bit of information; massbit = \(\frac{kTIn(2)}{c^2}\). The mass of the bit of information and the new entropy formulae associated to it,S = k2\(\frac{TIn(2)t}{h}\) , and its alternative writings lead to new formulation,SBH = K\(\frac{c^3In(2)tevap}{16\pi^2GM}\), to calculate the entropy of black holes independently of the law of area. Being able to express the fine-grained gravitational entropy of a black hole using the rules of gravity, we can, at this level, speak of quantum gravity as emerging through the fundamentality of entangled quantum information by considering that information emerges from degree of freedom; indeed, information being a quantum state change due to the modification of one degree of freedom from the considered quantum system. In addition, we calculated the informational content of the observable universe using the entropic information formula, to obtain, 1.57 1099  bits, a result remarkably close to some previous estimates to account for all the dark matter missing in the visible Universe. After that, we calculated the amount of energy associated with this informational content using Landauer's principle, to obtain, 3.50 1076 Joules, a result that we can relate to dark energy estimates. Moreover, some deep considerations based on the perspectives of Entropic Information Theory have been explored. This new complete mathematical framework of Entropic Information Theory can explain various processes being several aspects of the same, entangled information, by considering that information emerges from degree of freedom, it is the theoretical framework of the entangled informational universe.
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