Random Point Fields for Para-Partcles of Any Order
Hiroshi Tamura, Keiichi R. Ito
TL;DR
This paper introduces a mathematical framework for describing gases of para-particles of any order using random point fields within the canonical ensemble, with detailed analysis for para-fermion gases.
Contribution
It provides a novel formulation of random point fields for para-particles of arbitrary order and offers a comprehensive analysis for para-fermion gases.
Findings
Established a general model for para-particle gases using point fields.
Detailed analysis of para-fermion gases within this framework.
Potential applications in quantum statistical mechanics.
Abstract
Random point fields which describe gases consisting of para-particles of any order are given by means of the canonical ensemble approach. The analysis for the cases of the para-fermion gases are discussed in full detail.
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