Author

H. Esmaili

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Preprint Sep 2026

Thermodynamic Geometry of an Ideal Quon Gas

We investigate the equilibrium thermodynamics and thermodynamic Riemannian geometry of an ideal quon gas within the grand canonical ensemble. By incorporating the algebraic deformation parameter $q$, the system generalizes standard bosonic behavior while recovering the conventional ideal Bose gas in the undeformed limi...

Leila Yousefzadeh, H. Mohammadzadeh, H. Esmaili et al. · 0 citations

Preprint Sep 2026

Foundations of Many-Body Theory of Quantum Unified Statistics: Green functions and Linear Response Theory

We develop a comprehensive many-body theory for systems of particles obeying quantum unified statistics, or quons. After exploring the properties of the Fock space of this system, we formulate a systematic S-matrix expansion and a generalized Wick's theorem. A consistent Green-function formalism is constructed at both...

M. Beyrami, M. N. Najafi, H. Esmaili et al. · 0 citations

Preprint Sep 2026

Thermodynamic geometry of inclusion statistics

We investigate the thermodynamic geometry of an ideal quantum gas obeying inclusion statistics, characterized by a negative statistical parameter $g<0$. In this framework the grand-canonical partition function admits a finite maximum fugacity, and the thermodynamic scalar curvature $R$ is strictly positive for all $g<0...

M. H. Naghizadeh Ardabili, O. Monem, H. Esmaili et al. · 0 citations