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Generalized Fermi-Dirac Distribution of Exclusive Fermions

• Authors : Lee, Chung-Ru; Lee, Chin-Rong

Subjects: Mathematical Physics; Astrophysics - Solar and Stellar Astrophysics; Condensed Matter - Statistical Mechanics

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APPLICATION OF FERMI-DIRAC DISTRIBUTION IN MODELING HOUSE SALES DYNAMICS.

• Authors : Kusmartsev, F. V.^1,2

• Source: Hyperion International Journal of Econophysics & New Economy. May2024, Vol. 16, p31-37. 7p.

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Non-Hermitian Fermi-Dirac Distribution in Persistent Current Transport

• Authors : Shen, Pei-Xin; Lu, Zhide; Lado, Jose L.

Subjects: Quantum Physics; Condensed Matter - Mesoscale and Nanoscale Physics; Condensed Matter - Statistical Mechanics

• Source: Phys. Rev. Lett. 133, 086301 (2024)

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On Polymer Statistical Mechanics: From Gaussian Distribution to Maxwell-Boltzmann Distribution to Fermi-Dirac Distribution

• Authors : Yang, Lixiang

Subjects: Condensed Matter - Statistical Mechanics; Condensed Matter - Materials Science; Mathematical Physics

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Student understanding of Fermi energy, the Fermi-Dirac distribution and total electronic energy of a free electron gas

• Authors : Justice, Paul; Marshman, Emily; Singh, Chandralekha

Subjects: Physics - Physics Education

• Source: Eur. J. Phys. 41, 015704 2020

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Quantum BGK model near a global Fermi-Dirac distribution

• Authors : Bae, Gi-Chan; Yun, Seok-Bae

Subjects: Mathematics - Analysis of PDEs

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Maslov's concept of phase transition from Bose-Einstein to Fermi-Dirac distribution. Results of interdisciplinary workshop in MSU

• Authors : Mishchenko, A. S.

Subjects: Condensed Matter - Statistical Mechanics; Mathematics - Number Theory; 11Zxx, 82B30

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The relationship between the Fermi–Dirac distribution and statistical distributions in languages: The relationship between the Fermi-Dirac distribution and statistical distributions in languages

• Authors : Maslov, V. P.

Subjects: Classical and relativistic thermodynamics; Natural language processing; frequency of occurrence

• Source: Mathematical Notes. 101:645-659

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The Fermi–Dirac distribution as a model of a thermodynamically ideal liquid. Phase transition of the first kind for neutral gases (corresponding to nonpolar molecules): The Fermi-Dirac distribution as a model of a thermodynamically ideal liquid. Phase transition of the first kind for neutral gases (corresponding to nonpolar molecules)

• Authors : Maslov, V. P.

Subjects: virial expansion; Critical phenomena in equilibrium statistical mechanics; critical parameters

• Source: Mathematical Notes. 101:100-114

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Case of less than two degrees of freedom, negative pressure, and the Fermi—Dirac distribution for a hard liquid: Case of less than two degrees of freedom, negative pressure, and the Fermi-Dirac distribution for a hard liquid

• Authors : Maslov, V. P.

Subjects: negative pressure; Statistical mechanics of liquids; hard liquid

• Source: Mathematical Notes. 98:138-157

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