元素周期表与标准模型之间联系的含义

J. Roberts
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引用次数: 2

摘要

从标准模型出发,利用群U(1)xSU(2)xSU(3)和泡利原理得到两组时间无关的量子态n(n+1)和n(n-1),其中n是主量子数。这些状态之间的振荡导致与罗伯特-珍妮特核周期表一一映射,通过解释n>0的凝聚态和n<0的等离子体在聚变之前。该机制通过排除质量数为每颗超新星的元素周期表提供了一个框架。在表的下半部分,玻色子的占据导致能量密度的增加,其中讨论了结果的集合。在表的核端提出了一个弦理论的假设,在表的顶端的凝聚态物质上合并到量子环引力。
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Implications of the link between the Periodic Table and the Standard Model
The mathematics of quantum physics from the standard model using groups U(1)xSU(2)xSU(3) and the Pauli principle produces two sets of time independent quantum states n(n+1) and n(n-1) where n is the principal quantum number. Oscillations between these states result in a one to one mapping with the Roberts-Janet Nuclear Periodic Table by interpretation of n>0 for condensed matter and n<0 for plasma prior to fusion. The mechanism provides a framework for Periodic Tables for every supernova by excluding mass number. In the lower half of the table occupation by bosons leads to increased energy densities in which an ensemble of outcomes is discussed. An hypothesis of string theory is proposed at the nuclear end of the table merging into quantum loop gravity at the condensed matter at the top end of the table.
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