Russian Academy of Sciences

Landau Institute for Theoretical Physics

Sergei N. Vergeles

Researcher

Ph. D.

Email:

Publications

    1. S.N. Vergeles, A note on the possible existence of an instanton-like self-dual solution to lattice Euclidean gravity, J. High Energy Phys., 1702, 044 (2017), WoS: 000394747600007, Scopus: 2-s2.0-85012118440.
    2. S.N. Vergeles, Fermion zero mode associated with instantonlike self-dual solution to lattice Euclidean gravity, Phys. Rev. D 96, 054512 (2017); arXiv:1709.10001, WoS: 000411080300003, Scopus: 2-s2.0-85031098305.
    3. S.N. Vergeles, Lektsii po obshchei teorii otnositel’nosti. Uchebnoe posobie, Moskva, MFTI, 2017. ISBN 978-5-7417-0635-0.
    4. S.N. Vergeles, Instantonnoe avtodual’noe reshenie v reshetochnoi evklidovoi gravitatsii: otlichie ot resheniya Eguchi-Khansona v kontinual’noi gravitatsii, Pis’ma v ZhETF, 104 (7), 523-529 (2016) [S.N. Vergeles, Instanton-like self-dual solution to lattice Euclidean Gravity: Difference from Eguchi–Hanson solution to continuous gravity, JETP Lett., 104(7), 494-499 (2016)], WoS: 000390046300010, Scopus: 2-s2.0-84988935812.
    5. S.N. Vergeles, Wilson fermion doubling phenomenon on an irregular lattice: Similarity and difference with the case of a regular lattice, Phys. Rev. D 92, 025053 (2015); arXiv:1502.03349, WoS: 000358854800004, Scopus: 2-s2.0-84939178506.
    6. S.N. Vergeles, On the question of the Wilson fermion doubling phenomenon on irregular lattice, Pis’ma v ZhETF, 100 (9), 670-673 (2014) [JETP Letters, 100(9), 591-595 (2014)], WoS: 000348305300011, Scopus: 2-s2.0-84921920476.
    7. S.N. Vergeles, Neutrino oscillations: another physics?, arXiv:1407.5926.
    8. S.N. Vergeles, Kalibrovochnaya supersimmetrichnaya model’ Izinga na kubicheskoi reshetke vblizi kriticheskoi tochki v predstavlenii svobodnykh polei, Pis’ma v ZhETF, 96 (2), 128-134 (2012) [S.N. Vergeles, Gauge supersymmetric Ising model on a cubic lattice near the critical point in the free field representation, JETP Lett., 96(2), 123-128 (2012)], WoS: 000309231700011, Scopus: 2-s2.0-84867132400.
    9. S.N. Vergeles, Lektsii po kvantovoi elektrodinamike, M.: FIZMATLIT, Izdanie 3-e, ispravlennoe i dopolnennoe, 2011, 256 str., 16 usl. pech.l. ISBN: 978-5-9221-1358-8.
    10. S.N. Vergeles, Statisticheskaya summa kalibrovochnoi “supersimmetrichnoi” modeli Izinga na trekhmernoi regulyarnoi reshetke, ZhETF, 137(3), 544–564 (2010) [S.N. Vergeles, Partition function of a “Supersymmetric” three-dimensional gauge ising model on a regular lattice, JETP, 110 (3), 481-497 (2010)]; arXiv:0909.2204, Scopus: 2-s2.0-77952196328.
    11. S.N. Vergeles, Eshche odno reshenie dvumernoi modeli Izinga, ZhETF, 135(4), 820-827 (2009) [S.N. Vergeles, 500-th solution of 2D Ising model, JETP, 108(4), 718-724 (2009)]; arXiv:0805.0225.
    12. S.N. Vergeles, Udvoenie sostoyanii, kvantovye anomalii i vozmozhnye kosmologicheskie sledstviya v kontinual’nom predele teorii diskretnoi kvantovoi gravitatsii, ZhETF, 133(1), 59-79 (2008) [S.N. Vergeles, Doubling of states, quantum anomalies, and possible cosmological consequences in the continuum limit of the theory of discrete quantum gravity, JETP, 106(1), 46-64 (2008)].
    13. S.N. Vergeles, One more variant of discrete gravity having "naive" continuum limit, Nucl. Phys. B 735 (1-3), 172-191 (2006); hep-th/0512137.
    14. S.N. Vergeles, Lektsii po kvantovoi elektrodinamike : Ucheb. posobie dlya vuzov, M. : Fizmatlit, 2006. - 243 s. - Bibliogr. v kontse kn. Predm. ukaz. : s. 242-243. - ISBN 5-9221-0634-1.
    15. S.N. Vergeles, Possible solution of the cosmological constant problem in the framework of lattice quantum gravity, hep-th/0605019.
    16. S.N. Vergeles, Discrete quantum gravity: continuum limit and the problem of state doubling, hep-th/0606102.
    17. S.N. Vergeles, Eshche raz o probleme vil’sonovskogo udvoeniya fermionnykh sostoyanii, Pis’ma v ZhETF, 82(10), 699-705 (2005) [S.N. Vergeles, Once again on Wilson fermion doubling, JETP Lett., 82(10), 617-623 (2005)].
    18. S.N. Vergeles, The dynamic quantization of gravity and the cosmological constant problem, hep-th/0406042.
    19. S.N. Vergeles, The lattice quantum gravity, its continuum limit and the cosmological constant problem, hep-th/0411096.
    20. S.N. Vergeles, Diskretnaya gravitatsiya, problema udvoeniya fermionnykh sostoyanii i kvantovye anomalii, ZhETF, 124(6), 1203-1221 (2003) [S.N. Vergeles, Discrete gravity, the problem of fermion state doubling, and quantum anomalies, JETP, 97 (6), 1075-1092 (2003)].
    21. S.N. Vergeles, Primer amorfnoi reshetki, na kotoroi net fermionnogo udvoeniya, Pis’ma v ZhETF, 76 (1), 3-10 (2002) [S.N. Vergeles, Example of a fermion-nondoubling amorphous lattice, JETP Lett., 76 (1), 1-7 (2002)].
    22. S.N. Vergeles, Diskretnaya kvantovaya gravitatsiya i anomalii, ZhETF, 120(5), 1069-1085 (2001) [S.N. Vergeles, Discrete quantum gravity and anomalies, JETP, 93(5), 926-940 (2001)].
    23. S.N. Vergeles, Lektsii po teorii gravitatsii : Ucheb. posobie dlya vuzov po fiz. i fiz.-mat. spets, Mosk. fiz.-tekhn. in-t (gos. un-t). - M., 2001. - 428 s. : il. - Bibliogr. : s. 420-425. Predm. ukaz. : s. 426-428. - ISBN 5-7417-0150-7.
    24. S.N. Vergeles, Kanonicheskoe kvantovanie dvumernoi gravitatsii, ZhETF, 117(1), 5-21 (2000) [S.N. Vergeles, Canonical quantization of two-dimensional gravity, JETP, 90(1), 1-16 (2000)].
    25. S.N. Vergeles, Dinamicheskii metod kvantovaniya gravitatsii i problema dekogerentnosti v kvantovoi kosmologii, ZhETF, 118(5), 996-1011 (2000) [S.N. Vergeles, Dynamical method for quantizing gravity and the problem of decoherence in quantum cosmology, JETP, 91(5), 859-872 (2000)].
    26. S.N. Vergeles, Two approaches to anomaly-free quantization of general covariant systems on an example of a two-dimensional string, hep-th/9906024.
    27. S.N. Vergeles, Bezanomal’noe kvantovanie struny v dvumernom prostranstve-vremeni, ZhETF, 113(5), 1566-1579 (1998) [S.N. Vergeles, Anomaly-free quantization of a string in two-dimensional space-time, JETP, 86(5), 854-859 (1998)]; gr-qc/9812074.
    28. S.N. Vergeles, K voprosu o kvantovanii obshchekovariantnykh teorii. Dinamicheskii metod kvantovaniya, TMF, 112(1), 132–141 (1997) [S.N. Vergeles, On quantization of general covariant theories. The dynamic quantization, Theor. Math. Phys., 112(1), 899-905 (1997)].
    29. S.N. Vergeles, Printsipial’naya skhema kvantovaniya gravitatsii. Dinamicheskii metod, ZhETF, 110(5), 1557-1574 (1996) [S.N. Vergeles, Fundamental quantization procedure for gravitation: Dynamic method, JETP 83(5), 859-867 (1996)]; gr-qc/9812073.
    30. S.N. Vergeles, Dinamicheskoe kvantovanie 2 + 1-mernoi gravitatsii. Aksiomaticheskii podkhod, Yadernaya fizika, 57(12), 2286-2297 (1994) [S.N. Vergeles, Dynamic quantization of (2+1)-dimensional gravity: An axiomatic approach, Phys. Atom. Nuclei 57(12), 2196-2206 (1994)].
    31. S.N. Vergeles, Primenenie metoda dinamicheskogo kvantovaniya k teorii gravitatsii v 2+1-mernom prostranstve, ZhETF, 102 (6), 1739-1761 (1992) [S.N. Vergeles, Application of the method of dynamical quantization to the theory of gravity in (2+1)-dimensional space, Sov. Phys. JETP 75(6), 938-949 (1992)].
    32. S.N. Vergeles, The dynamic quantization in application to 2-dimensional Gauge chiral models, Int. J. Mod. Phys. A 5(11), 2117-2143 (1990).
    33. S.N. Vergeles, Kvantovanie neabelevykh anomal’nykh teorii, ZhETF, 95 (2), 397-409 (1989) [S.N. Vergeles, Quantization of nonabelian anomalous theories, Sov. Phys. JETP 68(2), 225-231 (1989)].
    34. S.N. Vergeles, Dinamicheskoe kvantovanie i kiral’naya model’ Shvingera, ZhETF, 96 (2), 444-456 (1989) [S.N. Vergeles, Dynamic quantization in the chiral Schwinger model, Sov. Phys. JETP 69(2), 251-257 (1989)].
    35. S.N. Vergeles, Metod dinamicheskogo kvantovaniya na primere dvumernykh kalibrovochnykh kiral’nykh modelei, Pis’ma v ZhETF, 49 (7), 375-377 (1989) [S.N. Vergeles, Dynamic quantization method in the example of 2D chiral gauge model, JETP Lett., 49 (7), 427-430 (1989)].
    36. S.N. Vergeles, Dirac commutation relations and quantization of two-dimensional gauge chiral models, Yadernaya fizika, 50(5), 1476-1484 (1989) [S.N. Vergeles, Dirac commutation relations and quantization of two-dimensional gauge chiral models, Sov. J. Nucl. Phys., 50 (5), 917-921 (1989)].
    37. S.N. Vergeles, Dinamicheskoe kvantovanie i global’nye anomalii, Preprint ITF im. L.D. Landau 1988-27, 6 s.
    38. T.N. Savitskaya, S.N. Vergeles, A general method of constructing multi-valued functionals, Lett. Math. Phys., 13 (1), 35-40 (1987).
    39. S.N. Vergeles, Regulyarizatsiya kalibrovochnykh teorii i neabelevy anomalii, Pis’ma v ZhETF, 44 (6), 261-263 (1986) [S.N. Vergeles, Regularization of gauge theories; non-Abelian anomalies, JETP Lett., 44 (6), 335-337 (1986)].
    40. T.N. Savitskaya, S.N. Vergeles, Homotopy periods in the Sullivan theory, Landau Institute Preprint 1985-15, 26 pp.
    41. S.N. Vergeles, Some properties of orbit space in Yang-Mills theory, Lett. Math. Phys., 7 (5), 399-406 (1983).
    42. S.N. Vergeles, A new approach to the Yang-Mills theory and quark “confinement” in 2+1 D theory, Nucl. Phys. B 208 (2), 301-322 (1982).
    43. S.N. Vergeles, A global parametrization of Yang-Mills fields, Yadernaya fizika, 36(3), … (1982) [S.N. Vergeles, A global parametrization of Yang-Mills fields, Sov. J. Nucl. Phys., 36 (3), 449-456 (1982)].
    44. V.S. Dotsenko, S.N. Vergeles, Renormalizability of phase factors in non-abelian gauge theory, Nucl. Phys. B 169 (5-6), 527-546 (1980), WoS: A1980KD06100012.
    45. S.N. Vergeles, Orbit space in the non-Abelian gauge theory, Landau Institute Preprint 1980-19, 16 pp.
    46. S.N. Vergeles, On the problem of θ-vacua in compact gauge theories, Nucl. Phys. B 152 (2), 330-344 (1979).
    47. S.N. Vergeles, S.B. Khokhlachev, Quantum theory of the Polyakov–'t Hooft monopole, Yadernaya fizika, 26(4), … (1977) [S.N. Vergeles, S.B. Khokhlachev, Quantum theory of the Polyakov–'t Hooft monopole, Sov. J. Nucl. Phys., 26 (4), 463-467 (1977)].
    48. S.N. Vergeles, V.M. Gryanik, Dvumernye kvantovye teorii polya, dopuskayushchie tochnye resheniya, Yadernaya fizika, 23(6), 1324-1334 (1976) [S.N. Vergeles, V.M. Gryanik, Two-dimensional quantum field theories which admit exact solutions, Sov. J. Nucl. Phys., 23 (6), 704-709 (1976)].