PACS numbers

03.70.+k Theory of quantized fields 05.60.Gg Quantum transport 11.10.Wx Finite-temperature field theory 72.10.Bg General formulation of transport theory
  1. P.I. Arseev, V.N. Mantsevich et alTunneling features in semiconductor nanostructures60 1067–1086 (2017)
    05.60.Gg, 68.37.Ef, 73.40.Gk, 73.63.−b (all)
  2. P.I. Arseev “On the nonequilibrium diagram technique: derivation, some features and applications58 1159–1205 (2015)
    03.70.+k, 05.60.Gg, 11.10.Wx, 72.10.Bg (all)
  3. I.A. Sadovskyy “Reduction of the scattering matrix array58 872–876 (2015)
    72.10.Bg, 73.23.−b, 74.78.Na (all)
  4. T. Konstandin “Quantum transport and electroweak baryogenesis56 747–771 (2013)
    05.60.Gg, 12.15.−y, 12.60.Jv (all)
  5. V.I. Ritus “Duality of two-dimensional field theory and four-dimensional electrodynamics leading to finite value of the bare charge56 565–589 (2013)
    03.70.+k, 12.20.−m, 41.60.−m (all)
  6. B.L. Ioffe “Chiral effective theory of strong interactions44 1211–1227 (2001)
    11.10.Wx, 12.38.−t, 12.39.Fe (all)
  7. P.S. Isaev, E.A. Mamchur “Conceptual Foundations of Quantum Field Theory43 953–958 (2000)
    01.30.Vv, 01.70.+w, 03.70.+k (all)
  8. S.S. Murzin “Electron transport in the extreme quantum limit in applied magnetic field43 349–364 (2000)
    71.55.+i, 71.70.Di, 72.10.Bg, 72.20.−i (all)
  9. M.I. Krivoruchenko “Transitional currents of spin-1/2 particles37 601–606 (1994)
    03.70.+k, 11.40.−q (all)
  10. 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)
  11. A.I. Vainshtein, V.I. Zakharov et alABC of instantons25 195–215 (1982)
    03.70.+k, 11.10.−z, 12.35.Cn (all)
  12. A.B. Migdal “Vacuum polarization in strong fields and pion condensation20 879–898 (1977)
    21.65.+f, 03.70.+k (all)
  13. I.M. Tsidil’kovskii “Electrons and holes in an inertial-force field18 161–166 (1975)
    03.30.+p, 72.15.−v, 72.10.Bg (all)
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