倒易对称玻尔兹曼函数与统一玻色子-费米子统计
Reciprocal Symmetric Boltzmann Function and Unified Boson-Fermion Statistics
摘要：
玻尔兹曼函数的微分方程被相应的离散有限差分方程所取代。然后，差分方程被对称化，使得当步长d被-d代替时，方程保持不变。这个方程的解来自玻色子-费米子对。因此，倒易对称玻尔兹曼函数统一了玻色子分布和费米分布。
英文摘要：
The differential equation for Boltzmann's function is replaced by the corresponding discrete finite difference equation. The difference equation is, then, symmetrized so that the equation remains invariant when step d is replaced by -d. The solutions of this equation come in Boson-Fermion pairs. Reciprocal symmetric Boltzmann's function, thus, unifies both Bosonic and Fermionic distributions.
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。
