Statistical Properties of Many-Particle Systems with Hierarchical Structure

Romanovsky M. Yu

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Statistical Properties of Many-Particle Systems with Hierarchical Structure

机译：具有层次结构的多种粒子系统的统计特性

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Many-particle systems contained inside other particles (problem 1), as well as systems of particles delimited inside other particles, which, in turn, are delimited inside the third particles (problem 2), are considered. Under natural assumptions about conserved quantities such as the total number of all particles, the total energy, and a number of others, the most probable energy distributions of particles, true (internal) and external observables, are studied. The results of problems 1 and 2 can be interpreted as the separation of bottom level particles into kinds with different distributions observed in different experiments. In single-particle observations in the full probability problem 1, an effective Pauli principle arises in a consistent manner.

机译：考虑了包含在其他粒子内的许多粒子系统（问题1），以及在其他粒子内分隔的粒子系统，这些粒子系统又被分隔在第三个粒子内（问题2）。在关于守恒量的自然假设下，例如所有粒子的总数、总能量和其他一些，研究了粒子最可能的能量分布，真实（内部）和外部可观测值。问题1和问题2的结果可以解释为在不同的实验中观察到的底部粒子被分成不同分布的种类。在全概率问题1的单粒子观测中，有效泡利原理以一致的方式出现。

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《Journal of Experimental and Theoretical Physics》 |2021年第2期|共8页
作者
Romanovsky M. Yu;
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Russian Acad Sci Prokhorov Gen Phys Inst Moscow 119991 Russia;

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正文语种 eng
中图分类理论物理学;
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Statistical Properties of Many-Particle Systems with Hierarchical Structure

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