Quantum theory of nonequilibrium processes 1

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Series: Ann Phys.152 p239

Size: 522 kB (534784 bytes)

Pages: 66/66

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Danielewicz P.

Green’s function techniques for studying nonequilibrium quantum processes are discussed. Perturbation expansions and Green’s function equations of motion are developed for noncorrelated and correlated initial states of a system. A transition, from the Kadanoff-Baym Green’s function equations of motion to the Boltzmann equation, and specifications of the respective limit, are examined in detail.

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