真空织构理论：黑体辐射、不确定原理和量子统计
Theory of Vacuum Texture: Blackbody Radiation, Uncertainty Principle and Quantum Statistics
摘要：
以前，我们提出了一个新的解释量子力学，揭示了它确实是可能有一个本地隐藏的变量，是符合贝尔的不等式实验。在那篇文章中，我们提出局部隐变量与真空涨落有关。在这篇文章中，我们通过介绍真空织构理论（TVT）来阐述这一概念。在这里，我们表明，取代高度限制性的假设的量子化的能级在一个系统中与更简单的，较少的限制性假设，存在一个阈值，以释放能量。在这个新假设下，黑体辐射模型与实验结果是一致的。我们还表明，阈值条件有助于本地化的真空能量，这使我们得出结论，不确定原理是一个统计效应。这些条件也自然地导致预测，大质量粒子在低温下转变为有序状态。此外，我们表明，热力学定律必须修改，包括两个热浴的温度：$T$耗散能级和$T_{V}$（$\gg T$）局部真空能量。总之，我们表明，我们的阈值假设同意黑体辐射的实验观察，不确定原理和量子统计，而不需要调用量子怪异。
英文摘要：
Previously, we presented a new interpretation of quantum mechanics that revealed it is indeed possible to have a local hidden variable that is consistent with Bell's inequality experiments. In that article we suggested that the local hidden variable is associated with vacuum fluctuations. In this article we expound upon that notion by introducing the Theory of Vacuum Texture (TVT). Here we show that replacing the highly restrictive assumptions of the quantization of energy levels in a system with the simpler, less restrictive postulate that there exists a threshold in order for energy to be released. With this new postulate, the models of blackbody radiation is shown to be consistent with the experiments. We also show, that the threshold condition contributes to a localized vacuum energy which leads us to conclude that the uncertainty principle is a statistical effect. These conditions also naturally leads to the prediction that massive particles transition to an ordered state at low temperatures. In addition, we show that thermodynamic laws must be modified to include two heat baths with temperatures: $T$ for dissipative energy levels and $T_{V}$ ($\gg T$) for localized vacuum energy. In total, we show that our threshold postulate agrees with experimental observations of blackbody radiation, the uncertainty principle and quantum statistics without the need of the invoking quantum weirdness.
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