Unified Quantum Statistics, Possible Violation of Pauli Exclusion Principle, Nonlinear Equations and Some Basic Problems of Entropy

Yi-Fang Chang
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引用次数: 2

Abstract

We propose that Bose-Einstein (BE) and Fermi-Dirac (FD) distributions may be unified by the nonlinear quantum equation. Further, the unified quantum statistics and possible violation of Pauli exclusion principle (PEP) at high energy are researched. Third, we propose a possibility of entropy decrease due to internal interactions in some isolated systems, in particular, for quantum statistics. Fourth, we discuss a new type of soliton equation, whose solutions may describe some statistical distributions. Finally, the moderate input negative entropy flow for open systems, etc., are investigated.
统一量子统计,泡利不相容原理的可能违反,非线性方程和熵的一些基本问题
我们提出玻色-爱因斯坦(BE)和费米-狄拉克(FD)分布可以用非线性量子方程统一。进一步研究了统一量子统计量和高能泡利不相容原理(PEP)的可能违反。第三,我们提出了由于某些孤立系统的内部相互作用而导致熵减少的可能性,特别是对于量子统计。第四,讨论了一类新的孤子方程,其解可以描述一些统计分布。最后,对开放系统的中等输入负熵流等进行了研究。
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