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Effective modeling of physical systems with fractional statistics

机译:使用分数统计对物理系统进行有效建模

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摘要

We consider two examples of real physical systems approximately described using fractional nonadditive Polychronakos statistics. The values of two statistics parameters are linked to properties of modeled systems using virial expansion. For a two-dimensional Fermi gas with contact interactions, accuracy up to the third virial coefficient is achieved. An approach to model the second virial coefficient of non-Abelian soft-core anyons is analyzed in detail. Published under an exclusive license by AIP Publishing.
机译:我们认为真实物理系统的两个例子大约用分数描述非相加Polychronakos统计数据。两个统计参数有关使用维里建模系统的性质扩张。第三次接触交互,准确性维里系数。第二维里系数模型分析了非阿贝尔软性的任意子细节。每年出版。

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