Equilibrium Statistical Ensembles and Structure of the Entropy Functional in Generalized Quantum Dynamics
Stephen L. Adler, L.P. Horwitz
TL;DR
This paper reviews the construction of microcanonical and canonical ensembles within generalized quantum dynamics, analyzing the algebraic properties of conserved quantities and the structure of the entropy functional at equilibrium.
Contribution
It introduces a detailed analysis of entropy structure and conserved quantities in generalized quantum ensembles, extending traditional quantum statistical mechanics.
Findings
Characterization of entropy structure in generalized quantum ensembles
Analysis of algebraic properties of conserved quantities
Insights into equilibrium conditions in generalized quantum dynamics
Abstract
We review here the microcanonical and canonical ensembles constructed on an underlying generalized quantum dynamics and the algebraic properties of the conserved quantities. We discuss the structure imposed on the microcanonical entropy by the equilibrium conditions.
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