共振态为6顶加6反顶束缚态及其组合的简单质量估计
Simple Mass Estimate for Resonance(s) being 6 Top plus 6 Anti top Bound states and Combinations thereof
摘要：
我们一直推测\cite{1nbs,2nbs,3nbs,4nbs,5nbs, 6nbs,7nbs,8nbs,9nbs,10nbs,11nbs,12nbs, 13nbs,14nbs,LNvacuumstability}，由于top-yukawa耦合的相对大的尺寸，6个top + 6个反top夸克将通过主要的Higgs交换而异常强烈地结合。在这里，我们提出了一个令人惊讶的简单的“计算”的质量，这种推测的束缚态。甚至可能的共振散射的两个这样的束缚态推测。对于质量的“计算”来说，至关重要的是假设我们长期推测的原理“多点原理”\cite{5mp,6mp,7mp,8mp,9mp,10mp, 11mp,12mp,13mp,14mp,15mp,16mp,17mp, deriving}是正确的。这个原理说：{ \em有几个真空都具有几乎为零的能量密度}。此外，我们对Higgs Yukawa势进行了近似，基本上用阶跃函数代替了其中的指数。新的结果意味着，现在有两个独立的要求，我们的束缚态具有大约750 GeV的质量，这是我们的“新自然定律”多点原理所要求的。应该指出，在我们的图景中，{ \em没有新的物理学}是指新的基本粒子，但“多点原理”是新的，因为它尚未被接受。此外，我们得到{ \em相同}的质量在不确定性作为早期\cite{LNvacuumstability}，但现在从一个完全不同的假设，除了从我们的“多点原则”。但这两个质量是用纯标准模型中出现的{ \em different}（推测的）真空得到的。
英文摘要：
We have long speculated \cite{1nbs,2nbs,3nbs,4nbs,5nbs, 6nbs,7nbs,8nbs,9nbs,10nbs,11nbs,12nbs, 13nbs,14nbs,LNvacuumstability} , that 6 top + 6 anti-top quarks due to the realtively large size of the top-yukawa coupling would bind exceptionaly strongly by mainly Higgs exchange. Here we present a surprisingly simple "calculation" of the mass of this speculated bound state. Even a possible resonance in scattering of two such bound states is speculated. For the "calculation" of the masses it is crucial to assume, that our since long speculated principle "Multiple Point Principle"\cite{5mp,6mp,7mp,8mp,9mp,10mp, 11mp,12mp,13mp,14mp,15mp,16mp,17mp, deriving}, is true. This principle says: {\em there are several vacua all having almost zero energy density}. Further we make an approximation of the Higgs Yukawa potential essentially replacing the exponential in it by a step-function. The new result means that there are now two independent calls for our bound state having the mass around 750 GeV required by our "new law of nature" the Multiple Point Principle. It should be remarked that in our picture there is {\em no new physics} in the sense of new fundamental particles, but the "Multiple Point Principle" is new in the sense of being not yet accepted. Further we get the {\em same} mass within uncertainties as earlier\cite{LNvacuumstability} but now from a completly different assumption, except for being from our "multiple point principle". But the two masses are gotten from using {\em different} (speculative) vacua occuring in the pure Standard Model.
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