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Critical Relaxation in the Quantum Yang-Lee Edge Singularity. [PDF]
Sun YM, Wang X, Zhai LJ.
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Emergence of Classical Random Walk from Non-Hermitian Effects in Quantum Kicked Rotor. [PDF]
Song W, Zhang J, Hua L, Xiong Z, Zhao W.
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The Information Loss Problem and Hawking Radiation as Tunneling. [PDF]
Zhang B, Corda C, Cai Q.
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Deformation, fracture characteristics and damage constitutive model of soft coal under true triaxial complex stress paths. [PDF]
Jiang C, Wang L, Guo J, Wang S.
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Classical Statistical Mechanics
Statistical Thermodynamics for Pure and Applied Sciences, 2021This chapter focusses mainly upon the classical mechanical evaluation of the partition function for a gas of structureless atoms, and begins with a discussion of energy equipartition. The role of interatomic interactions is examined using the grand partition function, as it enables a more convenient separation of the roles played by kinetic and ...
F. McCourt
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States of Classical Statistical Mechanics
Journal of Mathematical Physics, 1967A state of an infinite system in classical statistical mechanics is usually described by its correlation functions. We discuss here other descriptions in particular: as (1) a state on a B* algebra; (2) a collection of density distributions; (3) a field theory; (4) a measure on a ``space of configurations of infinitely many particles.'' We consider the ...
D. Ruelle
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Classical Statistical Mechanics
Statistical Mechanics of Liquids and Solutions, 2019R. Kjellander
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Analysis of Classical Statistical Mechanics by Means of Collective Coordinates
, 1958The three-dimensional classical many-body system is approximated by the use of collective coordinates, through the assumed knowledge of two-body correlation functions. The resulting approximate statistical state is used to obtain the two-body correlation
J. Percus, G. Yevick
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, 1981
From a discretization of the path integral formulation of quantum mechanics, it is possible to relate equilibrium quantum many body theory to classical statistical mechanics.
D. Chandler, P. Wolynes
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From a discretization of the path integral formulation of quantum mechanics, it is possible to relate equilibrium quantum many body theory to classical statistical mechanics.
D. Chandler, P. Wolynes
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