Michael K. -H. Kiessling
Published 2008-10-12Version 1
In this note we make a very elementary technical observation to the effect that Ruelle's construction of the thermodynamic limit of the classical entropy density defined with a regularized microcanonical measure actually establishes the thermodynamic limit for the entropy density defined with the proper microcanonical measure. At this stage a key formula is still derived from the regularized measures. We also show that with only minor changes in the proof the regularization of the microcanonical measure is actually not needed at all.
Comments: Short communication (7p), accepted for publication in J.Stat.Phys
Journal: J. Stat. Phys. v.134, pp.19-25 (2009)
The thermodynamic limit of an ideal Bose gas by asymptotic expansions and spectral $ΞΆ$-functions
Adiabatic theorem in the thermodynamic limit. Part I: Systems with a uniform gap
The Thermodynamic Limit of Quantum Coulomb Systems. Part I. General Theory
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