不同统计量粒子巨正则配分函数的等价性
Equivalence of the grand canonical partition functions of particles with different statistics
摘要：
证明了具有单粒子能谱$ε_i = (2n+k+3/2)\hbarω$的理想玻色系统的巨配分函数与具有单粒子能谱$ε_i =(n+1/2)\hbarω$的质点系的巨配分函数是相同的，并且服从基于置换群的一种特殊统计量.
英文摘要：
It is shown that the grand partition function of an ideal Bose system with single particle spectrum $ε_i = (2n+k+3/2)\hbarω$ is identical to that of a system of particles with single particle energy $ε_i =(n+1/2)\hbarω$ and obeying a particular kind of statistics based on the permutation group.
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。
