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Jan 29, 2018 · The KMS condition (which you consider not intuitive) is equivalent to the Gibbs condition $e^{-\beta H}$ on matrix algebras (finite-dimensional quantum systems). It seems …

Given a C*-algebra $\mathcal{A}$ with dynamics $\tau$. Consider a state $\omega$. Does it suffice to have on a dense set the KMS-condition: …

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The KMS condition states that the correlation functions of a quantum system at thermal equilibrium exhibit a specific periodicity when considered in imaginary time. This periodicity is …

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THE KMS-CONDITION martin pauly January 13, 2017 Abstract This report develops the relation between periodicity in imaginary time and finite temperature for quantum field theories, …

the KMS condition. The KMS condition implies that ! ; is an invariant state with respect to t! ; ( t (A)) = ! ; (A) (22) Remark: The KMS condition (23) is equivalent to requiring that the Fourier …

Feb 8, 2020 · A KMS state (named after Kubo 57, Martin-Schwinger 59) is a vacuum state for a relativistic quantum field theory describing thermal equilibrium at some positive temperature T …

Evolution operator and KMS condition The KMS condition, named after after Kubo, Martin, and Schwinger, is an-other property that characterises equilibrium states. It is based on the …

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investigate the Kubo-Martin-Schwinger, or KMS, condition briefly outlined in the Introduction and used in the calculation of the Gibbs states of the ideal Fermi and Bose gases.

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