Russian Academy of Sciences

Landau Institute for Theoretical Physics

Vladimir A. Kazakov

Publications

    1. R. Dijkgraaf, S. Gukov, V.A. Kazakov, C. Vafa, Perturbative analysis of gauged matrix models, Phys. Rev. D 68, 045007 (2003) [16 pages]; hep-th/0210238, WoS: 000185235500065, Scopus: 2-s2.0-0141545011, ADS: 2003PhRvD..68d5007D, InSpire: 600569, RINTs: 14533754, MathSciNet: 2035684, zbMath: 1244.81050.
    2. G. Falkovich, V. Kazakov, V. Lebedev, Particle dispersion in a multidimensional random flow with arbitrary temporal correlations, Physica A 249 (1-4), 36-46 (1998), WoS: 000072486000006, Scopus: 2-s2.0-0032002875, ADS: 1998PhyA..249...36F, RINTs: 13285100.
    3. V.A. Fateev, V.A. Kazakov, P.B. Wiegmann, Principal chiral field at large N, Nucl. Phys. B 424 (3), 505-520 (1994); hep-th/9403099, WoS: A1994PF33800005, Scopus: 2-s2.0-0007040091, ADS: 1994NuPhB.424..505F, InSpire: 372209, RINTs: 30802263, MathSciNet: 1290936.
    4. V.A. Fateev, V.A. Kazakov, P.B. Wiegmann, Large-N chiral field in two dimensions, Phys. Rev. Lett. 73(13), 1750-1753 (1994), WoS: A1994PH25600004, Scopus: 2-s2.0-12044254348, ADS: 1994PhRvL..73.1750F, RINTs: 31101700.
    5. V.A. Kazakov, I.K. Kostov, Computation of the Wilson loop functional in two-dimensional U(∞) lattice gauge theory, In: The Large N Expansion in Quantum Field Theory and Statistical Physics: From Spin Systems to 2-Dimensional Gravity. Ed. by E. Brézin and S.R. Wadia, World Scientific, pp. 239-242 (1993).
    6. V.A. Kazakov, T.A. Kozhamkulov, A.A. Migdal, Gauge-invariant master field in U(∞) LGT: A pathway from the strong to weak coupling phases, Nucl. Phys. B 285, 760-774 (1987), WoS: A1987J483100010, Scopus: 2-s2.0-45949129779.
    7. D.V. Boulatov, V.A. Kazakov, A.A. Migdal, I.K. Kostov, Fluctuations of the Intrinsic Geometry and the Mean Size of Triangulated Random Surfaces. 1. Analytical Study, Bulg. J. Phys., 13(4), 304-313 (1986).
    8. D.V. Boulatov, V.A. Kazakov, A.A. Migdal, I.K. Kostov, Fluctuations of the Intrinsic Geometry and the Mean Size of Triangulated Random Surfaces. 2. Monte Carlo Simulations, Bulg. J. Phys., 13(4), 313-317 (1986).
    9. D.V. Boulatov, V.A. Kazakov, I.K. Kostov, A.A. Migdal, Analytical and numerical study of a model of dynamically triangulated random surfaces, Nucl. Phys. B 275 (4), 641-686 (1986), WoS: A1986F008300004, Scopus: 2-s2.0-0010886503.
    10. D.V. Boulatov, V.A. Kazakov, A.A. Migdal, I.K. Kostov, Possible Types of Critical Behavior and the Mean Size of Dynamically Triangulated Random Surfaces, Phys. Lett. B 174 (1), 87-93 (1986), WoS: A1986C984500019, Scopus: 2-s2.0-0002476063.
    11. V.A. Kazakov, T.A. Kozhamkulov, A.A. Migdal, Gauge Theories And Random Surfaces. (In Russian)., Yadernaya fizika, 43(2), 471-481 (1986) [V.A. Kazakov, T.A. Kozhamkulov, A.A. Migdal, Gauge-Theories and Random Surfaces, Sov. J. Nucl. Phys., 43(2), 301-306 (1986)], WoS: A1986D337600027.
    12. V.A. Kazakov, Bilocal regularization of models of random surfaces, Phys. Lett. B 150 (4), 282-284 (1985), WoS: A1985ABJ4600008, Scopus: 2-s2.0-0000108045.
    13. V.A. Kazakov, I.K. Kostov, A.A. Migdal, Critical properties of randomly triangulated planar random surfaces, Phys. Lett. B 157 (4), 295-300 (1985), WoS: A1985ANG0800013, Scopus: 2-s2.0-0000533445.
    14. V.A. Kazakov, T.A. Kozhamkulov, A.A. Migdal, Fazovyi perekhod s beskonechnym kolichestvom parametrov poryadka v U(∞) reshetochnoi kalibrovochnoi teorii, Pis’ma v ZhETF, 41(10), 442-445 (1985) [V.A. Kazakov, T.A. Kozhamkulov, A.A. Migdal, Phase transition with an infinite number of order parameters in the U(∞) lattice gauge theory, JETP Lett., 41(10), 543-547 (1985)], WoS: A1985ARS9700011.
    15. V.A. Kazakov, U(∞) lattice gauge theory as a free lattice string theory, Phys. Lett. B 128 (5), 316-320 (1983), WoS: A1983RG08100008, Scopus: 2-s2.0-0040779287.
    16. V.A. Kazakov, Svyaz’ mezhdu kvantovoi khromodinamikoi i svobodnoi strunoi na reshetke, ZhETF, 85 (6), 1887-1898 (1983) [V.A. Kazakov, Connection between quantum chromodynamics and a free string on a lattice, Sov. Phys. JETP, 58(6), 1096-1102 (1983)], WoS: A1983RW36200004, MathSciNet: 0771267.
    17. V.A. Kazakov, Lattice Gauge Theory as a Lattice Free String Theory, Landau Institute Preprint 1983-2, May 1983, 25 pp.
    18. V.A. Kazakov, A.A. Migdal, I.K. Kostov, The baryon propagator in terms of mesonic amplitudes, Phys. Lett. B 115 (6), 491-494 (1982), WoS: A1982PH62300014, Scopus: 2-s2.0-49049144252, RINTs: 30902973.
    19. V.A. Kazakov, A.A. Migdal, Weak coupling phase of the Eguchi-Kawai model, Phys. Lett. B 116 (6), 423-424 (1982), WoS: A1982PN11500010.
    20. V.A. Kazakov, A.A. Migdal, Reduced QCD in Veneziano limit: Meson and baryon amplitudes, Phys. Lett. B 119 (4-6), 435-438 (1982), WoS: A1982PW87000046.
    21. V.A. Kazakov, Wilson loop average for an arbitrary contour in two-dimensional U(N) gauge theory, Nucl. Phys. B 179 (2), 283-292 (1981), WoS: A1981LL78200006, Scopus: 2-s2.0-0000146210, ADS: 1981NuPhB.179..283K, RINTs: 30798834.
    22. V.A. Kazakov, A.A. Migdal, Baryons as solitons in loop space, Phys. Lett. B 103 (3), 214-218 (1981), WoS: A1981MB86500016, Scopus: 2-s2.0-49049150017, ADS: 1981PhLB..103..214K, RINTs: 30911061.
    23. V.A. Kazakov, I.K. Kostov, Computation of the Wilson loop functional in two-dimensional U(∞) lattice gauge theory, Phys. Lett. B 105 (6), 453-456 (1981), WoS: A1981MM91500010, Scopus: 2-s2.0-1542716181, ADS: 1981PhLB..105..453K.
    24. V.A. Kazakov, A.M. Satanin, A Renormalization Group Approach for Randomly Distributed Conductance, Physica Status Solidi B 108 (1), 19-28 (1981), WoS: A1981MS86100002, Scopus: 2-s2.0-0019632818.
    25. V.A. Kazakov, A.A. Migdal, Barion kak soliton v prostranstve petel’, Pis’ma v ZhETF, 33(12), 661-664 (1981) [V.A. Kazakov, A.A. Migdal, Baryon considered as a soliton in loop space, JETP Lett., 33(12), 647-650 (1981)], WoS: A1981MT50900012.
    26. V.A. Kazakov, I.K. Kostov, Non-linear strings in two-dimensional U(∞) gauge theory, Nucl. Phys. B 176 (1), 199-215 (1980), WoS: A1980KT81900013, Scopus: 2-s2.0-0000622470, ADS: 1980NuPhB.176..199K, RINTs: 30810323.
    27. V.A. Kazakov, A.M. Satanin, Rekursivnoe uravnenie dlya zadachi o protekanii, ZhETF, 76 (1), 212-214 (1979) [V.A. Kazakov, A.M. Satanin, Recursion equation for the percolation problem, Sov. Phys. JETP 49(1), 108-109 (1979)].