PACS numbers

05.20.−y Classical statistical mechanics
  1. M.Yu. Romanovsky “On R L Stratonovich's formula for transition from dynamic to probabilistic measurements and its connection with operations on distribution functions of random variablesPhys. Usp. 67 1056–1064 (2024)
    02.50.−r, 05.20.−y, 41.20.−q (all)
  2. S.M. Stishov “On the thermodynamics of simple systemsPhys. Usp. 67 912–918 (2024)
    05.20.−y, 05.30.−d, 64.70.D− (all)
  3. V.V. Brazhkin “Why does statistical mechanics 'work' in condensed matter?Phys. Usp. 64 1049–1057 (2021)
    05.20.−y, 05.45.−a, 05.90.+m, 63.20.K− (all)
  4. N.F. Bunkin, F.V. Bunkin “Bubston structure of water and electrolyte water solutionsPhys. Usp. 59 846–865 (2016)
    05.20.−y, 05.70.Np, 61.20.Qg (all)
  5. G.N. Bochkov, Yu.E. Kuzovlev “Fluctuation-dissipation relations: achievements and misunderstandingsPhys. Usp. 56 590–602 (2013)
    05.20.−y, 05.40.−a, 05.70.−a (all)
  6. L.P. Pitaevskii “Rigorous results of nonequilibrium statistical physics and their experimental verificationPhys. Usp. 54 625–632 (2011)
    05.20.−y, 05.40.−a, 05.70.Ln (all)
  7. V.S. Dotsenko “Universal randomnessPhys. Usp. 54 259–280 (2011)
    02.50.Cw, 02.90.+p, 05.20.−y, 05.40.−a, 61.41.+e (all)
  8. A.D. Sukhanov, Yu.G. Rudoi “One of Gibbs’s ideas that has gone unnoticed (comment on chapter IX of his classic book)Phys. Usp. 49 531–535 (2006)
    01.65.+g, 05.20.−y, 05.40.−a (all)
  9. G.N. Sarkisov “Molecular distribution functions of stable, metastable and amorphous classical modelsPhys. Usp. 45 597–617 (2002)
    05.20.−y, 61.20.Ne, 64.70.Dv, 64.70.Pf (all)
  10. G.A. Martynov “Nonequilibrium statistical mechanics, transport equations, and the second law of thermodynamicsPhys. Usp. 39 1045–1070 (1996)
    05.20.−y, 05.70.Ln, 05.90.+m (all)
  11. Ya.B. Zel’dovich, D.D. Sokolov “Fractals, similarity, intermediate asymptoticsSov. Phys. Usp. 28 608–616 (1985)
    05.45.Df, 05.20.−y, 02.60.Ed (all)
  12. M.A. El’yashevich, T.S. Prot’ko “Maxwell’s contribution to the development of molecular physics and statistical methodsSov. Phys. Usp. 24 876–903 (1981)
    05.60.+w, 05.20.−y, 51.10.+y, 01.65.+g (all)
  13. I.Z. Fisher “Applications of the monte carlo method in statistical physicsSov. Phys. Usp. 2 783–796 (1960)
    02.50.Ng, 05.10.Ln, 61.50.Ah, 61.20.Ja, 02.50.Ga, 05.20.−y (all)
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