|
14-12E |
Concerning a calculation of the grand partition function of a fluid model
|
M.P. Kozlovskii O.A. Dobush R.V. Romanik |
51.30.+i 64.60.fd |
|
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14-11U |
Gradient contributions to thermodynamic quantities of a low-density gas in the heat-conduction weakly nonequilibrium stationary state
|
Y.A. Humenyuk |
05.70.Ln 51.30.+i 44.10.+i |
|
|
14-10E |
Nonequilibrium dynamical mean-field theory for the charge-density-wave phase of the Falicov-Kimball model
|
O.P. Matveev J.K. Freericks A.M. Shvaika |
71.10.Fd 71.45.Lr 72.20.Ht |
|
|
14-09U |
Incommensurate single-angle spiral orderings of classical Heisenberg spins on zigzag ladder lattices
|
Yu.I. Dublenych |
05.50.+q 75.10.Hk 75.25.-j |
|
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14-08E |
Bose-Fermi-Hubbard model in the heavy fermion limit
|
I.V. Stasyuk V.O. Krasnov |
71.10.Fd 71.38 |
|
|
14-07U |
Description of intercalated layered structures in the approach of the periodic Anderson model
|
I.V. Stasyuk O.V. Velychko |
03.75.Hh 03.75.Lm 64.70.Tg |
|
|
14-06U |
Resonance tunnelling in the superlattices of semiconductor structures: experiment and theory (review)
|
O.V. Velychko |
03.75.Hh 03.75.Lm 64.70.Tg |
|
|
14-05E |
Chain of kinetic equations for the distribution functions of particles in simple liquid taking into account nonlinear hydrodynamic fluctuations
|
P.A. Hlushak M.V. Tokarchuk |
05.20.Dd 05.40.-a 05.60.Cd |
|
|
14-04U |
Universal shape properties of a long flexible polymer chain in the dissipative particle dynamics method
|
O.Yu. Kalyuzhnyi Ja.M. Ilnytskyi Yu.V. Holovatch |
61.25.Hq 61.20.Ja 89.75.Da |
|
|
14-03U |
Statistical theory of reaction-diffusion processes intercalation of ions in the “electrolyte – electrode”. 1. Generalized transport equations Nernst–Planck type
|
P.P. Kostrobii B.M. Markovych R.M. Tokarchuk M.V. Tokarchuk Yu.I. Chernomorets |
82.45.-h 82.45.Fk 82.45.Gj 71.20.Tx |
|
|
14-02U |
Semi-infinite jellium: thermodynamic potential, chemical potential, surface energy
|
P.P. Kostrobij B.M. Markovych |
73.20.-r 71.10.-w 71.45.-d |
|
|
14-01E |
Simple-cubic-lattice spin-1/2 Heisenberg model within Green-function method
|
O. Menchyshyn T. Krokhmalskii O. Derzhko |
75.10.Jm |
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