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Articles: 2'506'133
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27 April 2024
 
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Results 1 to 20 of 503 for query "A. I. Sokolov". (0.01 sec.)

[    1    2    3    4    5    10    ]   Next

1.
Nonlinear susceptibilities of a weakly-disordered uniaxial ferromagnet in the critical region
D. V. Pakhnin; A. I. Sokolov; B. N. Shalaev;
26 Jun 2002   /  JETP Lett. 75 (2002) 387-390
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2.
Renormalization group and nonlinear susceptibilities of cubic ferromagnets at criticality
D. V. Pakhnin; A. I. Sokolov;
21 Feb 2001   /  Phys.Rev. B64 (2001) 094407
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3.
Pseudo-epsilon expansion and the two-dimensional Ising model
A.I. Sokolov;
4 Oct 2005   /  Fizika Tverdogo Tela 47 (2005) 2056-2059 [Physics of the Solid State 47 (2005) 2144-2147]
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4.
Critical behavior of three-dimensional magnets with complicated ordering from three-loop renormalization-group expansions
A. I. Sokolov; K. B. Varnashev;
21 Apr 1998   /  Phys. Rev. B 59 (1999) 8363-8366
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5.
Fluctuations and Landau-Devonshire expansion for barium titanate
A. I. Sokolov; A. K. Tagantsev;
20 Feb 2002   /  Pis'ma v Zh.E.T.F. 75 (2002) 483-487
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6.
Universal critical coupling constants for the three-dimensional n-vector model from field theory
A. I. Sokolov; E. V. Orlov; V. A. Ul'kov; S. S. Kashtanov;
12 Oct 1998   /  Phys. Rev. E 60, 1344-1349 (1999)
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7.
Phase transitions in anisotropic superconducting and magnetic systems with vector order parameters: Three-loop renormalization-group analysis
S. A. Antonenko; A. I. Sokolov;
23 Sep 1998   /  Phys. Rev. B 49 (1994) 15901-15912
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8.
Critical thermodynamics of two-dimensional N-vector cubic model in the five-loop approximation
P. Calabrese; E.V. Orlov; D.V. Pakhnin; A.I. Sokolov;
15 Sep 2005   /  Condensed Matter Phys. 8 (2005) 193-211
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9.
Five-loop renormalization-group expansions for two-dimensional Euclidean lambda phi^4 theory
E. V. Orlov; A. I. Sokolov;
13 Dec 2002   /  Proceedings of the XI International Seminar "Quarks-2000" (Pushkin, St.Petersburg, Russia, May 14-21, 2000), published by Institute for Nuclear Research, Moscow, 2002, pp.263-270
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10.
Critical thermodynamics of the two-dimensional systems in five-loop renormalization-group approximation
E. V. Orlov; A. I. Sokolov;
16 Mar 2000   /  Fizika Tverdogo Tela 42, No 11, 2087-2093 (2000)
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11.
Five-loop renormalization-group expansions for the three-dimensional n-vector cubic model and critical exponents for impure Ising systems
D. V. Pakhnin; A. I. Sokolov;
5 Dec 1999   /  Phys. Rev. B 61, 15130-15135 (2000)
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12.
Renormalized sextic coupling constant for the two-dimensional Ising model from field theory
A. I. Sokolov; E. V. Orlov;
1 Apr 1998   /  Phys.Rev. B58 (1998) 2395-2398
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13.
Improving electrical properties of ferroelectric thin films by ultraviolet radiation
Neil McN. Alford; Aleksandr G. Gagarin; Andrey B. Kozyrev; Peter Kr. Petrov; Aleksandr I. Sokolov; Oleg I. Soldatenkov; Valery A. Volpyas;
15 Sep 2005
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14.
Universal effective action for O(n)-symmetric lambda phi^4 model from renormalization group
A. I. Sokolov; E. V. Orlov; V. A. Ul'kov; S. S. Kashtanov;
4 Aug 1998
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15.
On solutions of a class of non-Markovian Fokker-Planck equations
I.M. Sokolov;
17 Jul 2002   /  Phys. Rev. E 66, 041101 (2002)
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16.
On the constraining observations of the dark GRB 001109 and the properties of a z = 0.398 radio selected starburst galaxy contained in its error box
J. M. Castro Cerón; J. Gorosabel; A. J. Castro-Tirado; V. V. Sokolov; V. L. Afanasiev; T. A. Fatkhullin; S. N. Dodonov; V. N. Komarova; A. M. Cherepashchuk; K. A. Postnov; U. Lisenfeld; J. Greiner; S. Klose; J. Hjorth; J. P. U. Fynbo; H. Pedersen; E. Rol; J. Fliri; M. Feldt; G. Feulner; M. I. Andersen; B. L. Jensen; M. D. Pérez Ram'{i}rez; F. J. Vrba; A. A. Henden; G. Israelian; N. R. Tanvir;
18 Jun 2004   /  Astron.Astrophys. 424 (2004) 833-839
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17.
Six-loop $varepsilon$ expansion of three-dimensional $ ext{U}(n) imes ext{U}(m)$ models
L.Ts. Adzhemyan; E.V. Ivanova; M.V. Kompaniets; A. Kudlis; A.I. Sokolov;
25 Apr 2021
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18.
N-vector spin models on the sc and the bcc lattices: a study of the critical behavior of the susceptibility and of the correlation length by high temperature series extended to order beta^{21}
P. Butera; M. Comi;
26 Mar 1997   /  Phys.Rev. B56 (1997) 8212
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19.
Paraelectric in a Strong High-Frequency Field
A. I. Sokolov;
16 Jan 2009
- - -
20.
Retarding Sub- and Accelerating Super-Diffusion Governed by Distributed Order Fractional Diffusion Equations
A. V. Chechkin; R. Gorenflo; I. M. Sokolov;
13 Feb 2002
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