Диссертация (1150670), страница 16
Текст из файла (страница 16)
Priest, T.C. Lubensky // Phys. Rev. B. 1976. Vol. 13, no. 4159.11.Korzhenevskii, A.L. Eect of uctuations on the properties of the phasetransition from a nematic liquid crystal to an isotropic liquid / A.L. Korzhenevskii, B.N. Shalaev // Sov. Phys. JETP. 1979. Vol. 49, no. 6. P. 1094.12.Anderson, P. W. Anisotropic Superuidity in 3 He: A Possible Interpretation of Its Stability as a Spin-Fluctuation Eect / P.
W. Anderson,W.F. Brinkman // Phys. Rev. Lett. 1973. Vol. 30. P. 1108.13.Brinkman, W.F. Spin-uctuation stabilization of anisotropic superuidstates / W.F. Brinkman, J. Serene, P.W. Anderson // Phys. Rev. A. 1974. Vol. 10. P. 2386.14.Sokolov, A.I. Phase diagram of superuid He3 / A.I. Sokolov // Sov.Phys. JETP. 1980. Vol. 51, no. 5. P. 998.12315.Sokolov, A.I. Thermodynamic potentials of the superuid phases ofhelium-3 in the region of strong critical uctuations / A.I. Sokolov //Sov. Phys.
JETP. 1983. Vol. 57, no. 4. P. 798.16.Sauls, J.A. 3 P2 pairing near the transition temperature in neutron-starmatter / J.A. Sauls, J.W. Serene // Phys. Rev. D. 1978. Vol. 17. P. 1524.17.Sokolov, A.I. Phase transitions in a superuid neutron liquid /A.I. Sokolov // Sov. Phys. JETP. 1980. Vol. 52, no. 4. P. 575.18.Nalimov, M. Yu. Temperature Green's functions in Fermi systems: Thesuperconducting phase transition / M. Yu. Nalimov, M. V. Komarova,J.
Honkonen // Theor. Math. Phys. 2013. Vol. 176, no. 1. Pp. 906912.19.Kardar, M. Dynamic Scaling of Growing Interfaces / M. Kardar, G. Parisi,Y. C. Zhang // Phys. Rev. Lett. 1986. Vol. 56. P. 889.20.Pastor-Satorras, R. Scaling of a slope: The erosion of tilted landscapes /R. Pastor-Satorras, D. H. Rothman // J. Stat. Phys. 1998. Vol. 93,no. 3-4. Pp. 477500.21.Pastor-Satorras, R. Stochastic Equation for the Erosion of Inclined Topography / R.
Pastor-Satorras, D. H. Rothman // Phys. Rev. Lett. 1998. Vol. 80. Pp. 43494352.22.Antonov, N. V. The quantum-eld renormalization group in the problemof a growing phase boundary / N. V. Antonov, A. N. Vasil'ev // JETP. 1995. Vol. 81. Pp. 485489.12423.Àíòîíîâ, Í. Â.
Ñêåéëèíã â ýðîçèè ëàíäøàôòîâ: ðåíîðìãðóïïîâîéàíàëèç áåñêîíå÷íîçàðÿäíîé ìîäåëè / Í. Â. Àíòîíîâ, Ï. È. Êàêèíü //ÒÌÔ. 2017. Vol. 190, no. 2. Pp. 226238.24.Hwa, T. Dissipative transport in open systems: An investigation of selforganized criticality / T. Hwa, M. Kardar // Phys.
Rev. Lett. 1989. Vol. 62, no. 16. Pp. 18131816.25.Burgers equation with correlated noise: Renormalization-group analysisand applications to directed polymers and interface growth / E. Medina,T. Hwa, M. Kardar, Y. C. Zhang // Phys. Rev. A. 1989. Vol. 39,no. 6. Pp. 30533075.26.Duclut, C.
Nonuniversality in the erosion of tilted landscapes / C. Duclut,B. Delamotte // Phys. Rev. E. 2017. Vol. 96. P. 012149.27.Orlov, E. V. Critical thermodynamics of two-dimensional systemsin the ve-loop renormalization-group approximation / E. V. Orlov,A. I. Sokolov // Physics of the Solid State. 2000. Vol. 42, no. 11. Pp. 21512158.28.Folk, R. Pseudo-ε expansion of six-loop renormalization-group functionsof an anisotropic cubic model / R. Folk, Yu.
Holovatch, T. Yavorskii //Phys. Rev. B. 2000. Vol. 62. P. 12195.29.Holovatch, Yu. On the criticality of frustrated spin systems with noncollinear order / Yu. Holovatch, D. Ivaneiko, B. Delamotte // J. Phys. A. 2004. Vol. 37. P. 3569.12530.Àáðèêîñîâ, À. À. Ìåòîäû êâàíòîâîé òåîðèè ïîëÿ â ñòàòèñòè÷åñêîéôèçèêå / À. À. Àáðèêîñîâ, Ë. Ï.
Ãîðüêîâ, È. Å. Äçÿëîøèíñêèé. Äîáðîñâåò, 1998.31.Larkin, A. I. Fluctuation phenomena in superconductors, Handbook onSuperconductivity: Conventional and Unconventional Superconductors /A. I. Larkin, A. A. Varlamov. Springer, Berlin, 2002.32.Kalagov, G. A. Renormalization-group investigation of a superconducting U (r)-phase transition using ve loops calculations / G. A. Kalagov,M. V. Kompaniets, M. Yu. Nalimov // Nucl. Phys. B. 2016. Vol.905.
Pp. 1644.33.Halperin, B. I. First-Order Phase Transitions in Superconductors andSmectic-A Liquid Crystals / B. I. Halperin, T.C. Lubensky, S. K. Ma //Phys. Rev. Lett. 1974. Vol. 32. P. 292.34.Lannert, C. Critical Dynamics of Superconductors in the ChargedRegime / C. Lannert, S. Vishveshwara, M.
P. A. Fisher // Phys. Rev.Lett. 2004. Vol. 92. P. 097004.35.Dudka, M. Gauge dependence of the critical dynamics at the superconducting phase transition / M. Dudka, R. Folk, G. Moser // CondensedMatter Physics. 2007. Vol. 10, no. 2. Pp. 189200.36.Higgs, P. W. Broken symmetries, massless particles and gauge elds /P. W. Higgs // Phys.Lett. 1964. Vol.
12. P. 132.37.Higgs, P. W. Broken Symmetries and the Masses of Gauge Bosons /P. W. Higgs // Phys.Rev.Lett. 1964. Vol. 13. P. 508.12638.Higgs, P. W. Spontaneous Symmetry Breakdown without MasslessBosons / P. W. Higgs // Phys.Rev. 1966. Vol. 145. P. 1156.39.Áü¼ðêåí, Äæ.Ä. Ðåëÿòèâèñòñêàÿ êâàíòîâàÿ òåîðèÿ / Äæ.Ä. Áü¼ðêåí,Ñ.Ä.
Äðåëë. Ì., Íàóêà, 1978.40.Folk, R. On the critical uctuations in superconductors / R. Folk,Yu. Holovatch // J. Phys. A. 1996. Vol. 29, no. 13. Pp. 34093425.41.Belyakov, V. A. The blue phase of liquid crystals / V. A. Belyakov,V. E. Dmitrienko // Sov. Phys.
Uspekhi. 1985. Vol. 28. P. 535.42.Brazovski, S. A. Phase transitions in cholesteric liquid crystals / S. A. Brazovski, L. D. Dmitriev // Sov. Phys. JETP. 1975. Vol. 42, no. 3. P. 497.43.Brazovski, S. A. Critical phenomena in cholesteric liquid crystals /S. A. Brazovski, V. M. Filev // Sov. Phys. JETP. 1978. Vol. 48,no. 3. Pp. 497573.44.Grebel, H. Landau theory of cholesteric blue phases / H.
Grebel,R. M. Hornreich, S. Shtrikman // Phys. Rev. A. 1983. Vol. 28. P. 1114.45.Grebel, H. Landau theory of cholesteric blue phases: The role of higherharmonics / H. Grebel, R. M. Hornreich, S. Shtrikman // Phys. Rev. A. 1984. Vol. 30. P. 3264.46.Hornreich, R.
M. Some open questions in cholesteric blue phases /R. M. Hornreich, S. Shtrikman // Z. Phys. B. Cond. Mat. 1987. Vol. 68. P. 369.12747.Izyumov, Yu. A. Phase Transitions and Crystal Symmetry / Yu. A. Izyumov, V. N. Syromyatnikov.
Nauka, 1984.48.Watson, G. W. Dynamical instabilities in a-quartz and a-berlinite: Amechanism for amorphization / G. W. Watson, S. C. Parker // Phys.Rev. B. 1995. Vol. 52. P. 13306.49.Dove, M. T. Lattice simulation studies of the ferroelastic phase transitions in (N a, K)AISi3 O8 and (Sr, Ca)AI2 Si2 O8 feldspar solid solutions /M. T. Dove, S. A. T. Redfern // Am. Mineral. 1997. Vol. 82. P. 8.50.Goryainov, S. V. Twisting of a-quartz tetrahedra at pressures near thetransition to the amorphous state / S.
V. Goryainov, N. N. Ovsyuk //JETP Lett. 1999. Vol. 69. P. 467.51.Goryainov, S. V. Mechanism of the formation of a soft mode in ferroelasticphase transition / S. V. Goryainov, N. N. Ovsyuk // JETP Lett. 2001. Vol. 73. Pp. 456-459.52.Higher order contributions to critical exponents / E.
Brezin, J. C. Le Guillou, J. Zinn-Justin, B. G. Nickel // Phys. Lett. A. 1973. Vol. 44. P. 227.53.Vladimirov, A. A. On the calculation of critical exponents by themethods of quantum eld theory / A. A. Vladimirov, D. I. Kazakov,O. V. Tarasov // Sov.Phys, JETP. 1979.
Vol. 50. P. 521.54.Âëàäèìèðîâ,À.À.ÎáèíâàðèàíòíîéðåãóëÿðèçàöèèÀ. À. Âëàäèìèðîâ // ÒÌÔ. 1978. Vol. 35, no. 3. P. 392./12855.Âëàäèìèðîâ, À. À. Ìåòîäû âû÷èñëåíèÿ ìíîãîïåòëåâûõ äèàãðàììè ðåíîðìãðóïïîâîé àíàëèç òåîðèè ϕ4 / À. À. Âëàäèìèðîâ // ÒÌÔ. 1978. Vol. 36, no. 2. P. 271.56.Âëàäèìèðîâ, À. À. Ìåòîä âû÷èñëåíèÿ ðåíîðìãðóïïîâûõ ôóíêöèé âñõåìå ðàçìåðíîé ðåíîðìèðîâêè / À.
À. Âëàäèìèðîâ // ÒÌÔ. 1980. Vol. 43, no. 2. P. 210.57.Chetyrkin, K. G. Five-loop calculations in the gφ4 model and the criticalindex η / K. G. Chetyrkin, A. L. Kataev, F. V. Tkachev // Phys.Lett. B. 1981. Vol. 99. P. 147.58.Chetyrkin, K. G. Eratum / K. G. Chetyrkin, A. L. Kataev,F. V. Tkachev // Phys.Lett. B. 1981. Vol. 101. P. 457(E).59.Five-loop renormalization group calculations in the gφ4 theory /K. G. Chetyrkin, S. G. Gorishny, S.
A. Larin, F. V. Tkachov // Phys.Lett. B. 1983. Vol. 132. P. 351.60.Àíàëèòè÷åñêîåâû÷èñëåíèåìíîãîïåòëåâûõïðèáëèæåíèéðåíîðìãðóïïîâûõ ôóíêöèé ìîäåëè gφ4 â MS-ñõåìå: ïîäèàãðàìíûéàíàëèç / K. G. Chetyrkin, S. G. Gorishny, S. A. Larin, F. V. Tkachov //Preprint INR. 1986. Vol. P-0453.61.Kazakov, D. I. The method of uniqueness, a new powerful technique formultiloop calculations / D. I.
Kazakov // Phys. Lett. B. 1983. Vol.133. P. 406.62.Êàçàêîâ, Ä. È. Âû÷èñëåíèå ôåéíìàíîâñêèõ èíòåãðàëîâ ìåòîäîì129óíèêàëüíîñòåé / Ä. È. Êàçàêîâ // ÒÌÔ. 1984. Vol. 58, no. 3. Pp. 343353.63.Five-loop renormalization group functions of O(n)-symmetric φ4 -theoryand -expansions of critical exponents up to 5 / H. Kleinert, J. Neu,V. Shulte-Frohlinde et al. // Phys.Lett.
B. 1991. Vol. 272. P. 39.64.Vermaseren, J. A. M. New features of FORM / J. A. M. Vermaseren //arXiv:math-ph/0010025. 2000.65.FORM version 4.0 / J. Kuipers, T. Ueda, J. A. M Vermaseren,J. Vollinga // Comp. Phys. Comm. 2013. Vol. 184, no. 5. Pp. 14531467.66.Bender, C. M. Anharmonic Oscillator / C. M. Bender, T. Wu // Phys.Rev. 1969.
Vol. 184. P. 1231.67.Âàñèëüåâ, À. Í. Ñïîñîá ñóììèðîâàíèÿ ðÿäà òåîðèè âîçìóùåíèé âñêàëÿðíûõ òåîðèÿõ / À. Í. Âàñèëüåâ, À. Ã. Áàñóåâ // ÒÌÔ. 1974. Vol. 18, no. 2. Pp. 181189.68.Ëèïàòîâ,Ë.Í.Ðàñõîäèìîñòüðÿäàòåîðèèêâàçèêëàññèêà / Ë.Í. Ëèïàòîâ // ÆÝÒÔ. âîçìóùåíèé1997. èVol. 72. P. 411.69.Brezin, E. Perturbation theory at large order. I. The ϕ2N interaction /E.
Brezin, J. C. Le Guillou, J. Zinn-Justin // Phys. Rev. D. 1977. Vol. 15. Pp. 15441557.70.Kazakov, D. I. Asymptotic series of quantum eld theory and their sum-130mation / D. I. Kazakov, D. V. Shirkov // Fortsch. Phys. 1980. Vol. 28. P. 465.71.Kalagov, G. A. Renormalization-group study of a superconducting phasetransition: Asymptotic behavior of higher expansion orders and results ofthree-loop calculations / G. A. Kalagov, M. V. Kompaniets, M.
Yu. Nalimov // Theor. Math. Phys. 2014. Vol. 181, no. 2. P. 14481458.72.Antonenko, S.A. Phase transitions in anisotropic superconductingand magnetic systems with vector order parameters: Three-looprenormalization-group analysis / S.A. Antonenko, Sokolov A.I. // Phys.Rev. B. 1991. Vol. 49, no. 22.
Pp. 1590115912.73.Êîìàðîâà, Ì. Â. Àñèìïòîòèêà ñòàðøèõ ïîðÿäêîâ òåîðèè âîçìóùåíèé:êîíñòàíòû ðåíîðìèðîâêè O(n)-ñèììåòðè÷íîé òåîðèè φ4 â (4 − )ðàçëîæåíèè / Ì. Â. Êîìàðîâà, Ì. Þ. Íàëèìîâ // ÒÌÔ. 2001. Vol. 126, no. 3. Pp. 409426.74.Le Guillou, J. C. Critical exponents from eld theory / J. C. Le Guillou,J. Zinn-Justin // Phys. Rev. B.
1980. Vol. 21, no. 9. Pp. 39763998.75.Sololov, A.I. Pseudo-ε-expansion and the two-dimensional Ising model /A.I. Sololov // Physics of the Solid State. 2005. Vol. 47, no. 11. Pp. 21442147.76.Guida, R. Critical exponents of the N -vector model / R. Guida, J. ZinnJustin // J. Phys. A. 1998. Vol. 31. P. 8103.77.What keeps sandcastles standing? / D. J. Hornbaker, R. Albert, I. Albertet al. // Nature. 1997. Vol. 387.
![](https://s.studizba.com/z.php?f=/templates/si/i/noavatar.png&w=100&h=100&t=1"){kind=avatar}
