论文标题
奇数粒子数中的数字保存随机相位近似和扩展
Number conservation in odd-particle number random phase approximation and extensions
论文作者
论文摘要
通过将它们应用于配对模型和$^{16} $ o来研究奇数粒子编号随机相近似（ORPA）中的数字保护定律及其扩展（eorpa）。在$^{16} $ o应用程序中发现，在ORPA和EORPA中没有实现数字保护定律，并且由于包含了基层相关效应，因此在EORPA中，它在EORPA中得到了巨大改进。
The number conservation law in the odd-particle number random-phase approximation (oRPA) and its extension (EoRPA) is studied by applying them to a pairing model and $^{16}$O. It is found in the application to $^{16}$O that the number conservation law is not fulfilled in oRPA and EoRPA and that it is drastically improved in EoRPA due to the inclusion of ground-state correlation effects.
