PACS numbers

05.30.−d Quantum statistical mechanics
  1. A.V. Eletskii, A.N. Starostin, M.D. Taran “Quantum corrections to the equilibrium rate constants of inelastic processes48 281–294 (2005)
    05.30.−d, 25.60.Pj, 82.20.−w, 82.20.Db (all)
  2. M.F. Sarry “Theoretical calculation of equations of state: analytical results42 991–1015 (1999)
    05.30.−d, 05.70.Ce, 64.10.+h, 71.10.w (all)
  3. A.V. Borisov, A.S. Vshivtsev et alPhotons and leptons in external fields at finite temperature and density40 229–255 (1997)
    05.30.−d, 11.10.−z, 12.15.Lk, 13.15.+g (all)
  4. A.B. Brailovskii, V.L. Vaks, V.V. Mityugov “Quantum models of relaxation39 745–750 (1996)
    05.30.−d, 05.70.Ln, 34.10.+x, 42.50.Ct (all)
  5. M.F. Sarry “Once again about analytical methods of calculating correlation functions in quantum statistical physics37 933–935 (1994)
    05.30.−d
  6. D.N. Zubarev, Yu.G. Rudoi “On the evaluation of the correlation functions in quantum statistical physics36 (3) 188–191 (1993)
    05.30.−d
  7. M.F. Sarry “Analytical methods of calculating correlation functions in quantum statistical physics34 (11) 958–979 (1991)
    05.30.−d, 05.50.+q, 75.10.Jm, 75.10.Lp, 74.20.Fg (all)
  8. P.I. Arseev “The quantum statistics of dynamic processes34 (4) 358–358 (1991)
    01.30.Vv, 05.30.−d (all)
  9. From the Editorial Board30 153–153 (1987)
    05.40.−a, 05.30.−d (all)
  10. V.L. Ginzburg, L.P. Pitaevskii “Quantum Nyquist formula and the applicability ranges of the Callen-Welton formula30 168–171 (1987)
    05.40.−a, 05.70.−a, 05.30.−d (all)
  11. A.A. Migdal “Stochastic quantization of field theory29 389–411 (1986)
    11.15.Ha, 12.38.Gc, 03.70.+k, 12.20.Ds, 05.30.−d (all)
  12. G.M. Zaslavskii “Statistics of energy spectra22 788–803 (1979)
    05.30.−d
  13. A.P. Yutsis, I.I. Glembotskii “PAL GOMBAS, IN MEMORIAM15 856–858 (1973)
    01.60.+q, 05.30.−d (all)
  14. D.N. Zubarev “Double-time Green functions in statistical physics3 320–345 (1960)
    05.30.−d
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