On the relativistic KMS condition for the P(\phi)_2 model
Christian Gerard, Christian Jaekel
TL;DR
This paper demonstrates that the two-point function of the P(φ)_2 quantum field model at positive temperature satisfies the relativistic KMS condition, bridging quantum statistical mechanics and quantum field theory.
Contribution
It proves that the P(φ)_2 model's two-point function adheres to the relativistic KMS condition at positive temperature, confirming theoretical predictions.
Findings
Two-point function satisfies the relativistic KMS condition
Bridges quantum statistical mechanics and quantum field theory
Validates the relativistic KMS condition for P(φ)_2 model
Abstract
The relativistic KMS condition introduced by Bros and Buchholz provides a link between quantum statistical mechanics and quantum field theory. We show that for the model at positive temperature, the two point function for fields satisfies the relativistic KMS condition.
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