球形核缺失与隐色态关系的简单解释
A simple explanation of the absence of the spherical nuclei with the hidden-color states
AI总结：
本文受EMC效应、Cd疑难和SU3-IBM启发，提出原子核仅为SU(3)平凡表示的假设，据此论证球形核与球形平均场不存在，并指出低能激发也需引入隐色态和夸克-胶子自由度。
摘要：
受EMC效应、Cd疑难和SU3-IBM启发，可以对原子核提出一个假设：只有原子核本身才是SU(3)群的平凡(0,0)表示，由此得出简单结论：球形核并不存在，球形平均场也不被允许。关键结论是，整个原子核应具有许多隐色态，即使在原子核的低能激发中也必须考虑夸克-胶子自由度。
英文摘要：
Inspired by the EMC effect, the Cd puzzle and the SU3-IBM, a hypothesis can be given for a nucleus, that only the nucleus itself is a trivial (0,0) representation of the SU(3) group, which leads to the simple conclusion that spherical nucleus does not exist and the spherical mean field is not allowed. The key conclusion is that the whole nucleus should have many hidden-color states, and the quark-gluon degrees of freedom are required even at the low-energy excitation of the nucleus.
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。
