Statistical Mechanics and the Foundations of Thermodynamics

A₁ A₂ argument average B₁ B₂ barometric formula basic bound canonical central limit theorem consider only configurations const constant converges convex function convex set corresponding cubes defined derivatives described differentiable distribution dpdq dynamics energy ensemble entropy Epis equation equilibrium ǝ log finite fluctuations formula function g.can G₁ given grad H₁ heat Hence Hove ideal gas inf g(a infinitesimal interaction ISBN large numbers law of large Lemma log A,a log G macroscopic macroscopic variables Markov markov chain maximal N₁ open convex particles phase phase transition Physics piston pressure probability density probability law Proof properties Quantum Quantum Mechanics relation restrictions s(Alu s(Au Statistical Mechanics sup s(e,n sup s(u sup s(u,u TAT log temperature Theory thermodynamic limit U₁ U₁(q unique v₁ values w(dq βμ Σ Σ