TIME REVERSAL SYMMETRY AND NON-EQUILIBRIUM STATISTICAL STATIONARY STATES (I) | Zendy

ZHOU GUANG-ZHAO | Zendy; SU ZHAO-BIN | Zendy

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TIME REVERSAL SYMMETRY AND NON-EQUILIBRIUM STATISTICAL STATIONARY STATES (I)

Author(s) -

ZHOU GUANG-ZHAO,

SU ZHAO-BIN

Publication year - 1981

Publication title -

acta physica sinica

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.199

H-Index - 47

ISSN - 1000-3290

DOI - 10.7498/aps.30.164

Subject(s) - t symmetry , physics , formalism (music) , symmetry (geometry) , vertex (graph theory) , path integral formulation , statistical physics , stationary point , stationary state , quantum , mathematical physics , classical mechanics , quantum mechanics , mathematics , mathematical analysis , graph , superconductivity , geometry , art , musical , discrete mathematics , visual arts

This is the first part of our work on time reversal symmetry applied to non-equi-librium statistical stationary states from a unified microscopic quantum statistical point of view. In this paper, a formalism for time reversal symmetry is constructed in the framework of the Closed Time Path Green's Functions (CTPGF), which can be applied both to equilibrium and non-equilibrium stationary states. By using the generating functional technique of the CTPGF, symmetry relations for the statistical Green's functions and vertex runctions are derived for systems invariant under time reversal.

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