Saint Petersburg State University




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particles in protonproton collisions ats=900  GeV with ALICE at the LHC. By ALICE Collaboration (K. Aamodt et al.) Physics Letters B 693 53–68 (2010). Elliptic flow of charged particles in Pb-Pb collisions at 2.76 TeV By ALICE Collaboration (K. Aamodt et al.), Charged-particle multiplicity density at mid-rapidity in central Pb-Pb collisions at sqrt(sNN) = 2.76 TeV , By ALICE Collaboration (K. Aamodt et al.) .Charged-particle

  • Charged-particle multiplicity measurement in proton-proton collisions at sqrt(s) = 7 TeV with ALICE at LHC.By ALICE Collaboration (K. Aamodt et al.). Published in Eur.Phys.J.C68:345-354,2010.

  • Charged-particle multiplicity measurement in proton-proton collisions at sqrt(s) = 0.9 and 2.36 TeV with ALICE at LHC.By ALICE Collaboration (K. Aamodt et al.) Apr 2010. Published in Eur.Phys.J.C68:89-108,2010.

  • First proton-proton collisions at the LHC as observed with the ALICE detector: Measurement of the charged particle pseudorapidity density at s**(1/2) = 900-GeV.By ALICE Collaboration (K Aamodt et al.). Nov 2009. 15pp. Published in Eur.Phys.J.C65:111-125,2010.

  • The ALICE experiment at the CERN LHC.By ALICE Collaboration (K. Aamodt et al.). 2008. 259pp. Published in JINST 3:S08002,2008.

  • p(t)-multiplicity correlations in a multi-Pomeron-exchange model with string collective effects. N. Armesto, (Santiago de Compostela U., IGFAE) , D.A. Derkach, G.A. Feofilov, Published in Phys.Atom.Nucl.71:2087-2095,2008.

  • «Mean transverse momentum, multiplicity and their correlation in pp collisions in string fusion model», V. Vechernin, I. Lakomov, A. Puchkov, “Vestnik SPbSU”, ser.4, 2010, vyp.3

  • "Long-Range Correlations between Transverse Momenta of Charged Particles Produced in Relativistic Nucleus-Nucleus Collisions", V.V. Vechernin, R.S. Kolevatov, Yad.Fiz. 70 (2007) 1858-1867. Phys. of Atom. Nucl. 70 (2007) 1809-1818.

    L
    aboratory of Quantum Networks


    Professor, D. Sc. Boris S.Pavlov, Head of the Laboratory

    Ph.D. 1964, D.Sc. 1974.


    Fellow  of  New Zealand Royal Society, 2004; Actual Member of Academy of the Academy of the Natural Science, 2010.

    Research staff: Dr. E.Sh.Gutshabash, Prof. Dr.P.B.Kurasov,

    Prof. Dr. S.N.Naboko, MoS A.B. Mikhailova, Dr. V.L Oleinik,

    Dr. A.A.Pokrovski, Dr. R.V.Romanov, Dr. P.N.Bibikov.

    Research topics

    • Spectral Theory of Linear Operators and its application to study of transport properties of Quantum Networks, nano-elecronics, acoustics and few-body Scattering.

    • Asymptotic of Ortogonal Polynomials and spectrum characteristics of the Hermitean Jacobi’s matrices.

    • Explicitly solvable models of Quantum Complex Systems.

    • Theory of nonlinear Classical and Quantum Integrable Systems and its Applications in Mathematical Physics and Magnetism.

    • Theory of Complex Systems and it’s application to financial markets and Chaotic Dynamics.

    Selected papers

    1. P.Bibikov. Zero-temperature magnetic-field-induced phase transitions between two ordered gapped phases in spin-ladders with ferromagnetic legs. Phys. Rev. B, 73, 2006, 132402.

    2. A.Boutet de Monvel, S. Naboko, L.O. Silva. The asymptotic behavior of eigenvalues of a modified Jaynes-Cummings model. Asymptot. Anal. 47 ,, no. 3-4, 2006, pp.291-315.

    3. A.Kiselev, S.Naboko. Nonself-adjoint operators with almost Hermitian spectrum: matrix model. I. J. Comput. Appl. Math. 194, 1, 2006, pp.115--130.

    4. M. Aizenman, A. Elgart, S. Naboko, J. Schenker, G. Stolz. Moment analysis for localization in random Schrodinger operators. Invent. Math,. 163, 2, 2006, pp.343--413.

    5. S.Naboko, M. Solomyak. On the absolutely continuous spectrum in a model of an irreversible quantum graph. Proc. London Math. Soc. (3) , 92, 1, 2006, pp.251--272.

    6. P.Bibikov, M.Vyazovsky. Origin of the second coherent peak in the dyn. struct, factor of an ass. spin ladder. Phys.Rev.B., v.7, 2007, 094420.

    7. P.Bibikov. R-matrices for integrable SU(2)*U(1)-symm. S=1/2 spin-orb. chains. J.of Phys.A., 40, 2007, 4683

    8. P.Bibikov. Magnon mode truncation in rang-dimirized asymmetric spin ladder. Phys.Rev.B, 76, 2007, p.174431.

    9. P.Kurasov, S.Naboko. Wigner-von Neimann perturbations of a period. pot.:spectral singul. in bands. Math. Proc. Cambr. Phyl. Soc., 142, 1, 2007, pp.161-183.

    10. B.Pavlov. A star graph model via operator extension. Math. Proceed. Cambridge Phyl. Soc., v.142, 2007.

    11. B.Pavlov, A. Yafyasov. Standing waves and resonance transport mechanism in quantum networks. In: Surface Science, 601, 2007, pp. 2712 -2716.

    12. L. Petrova, B. Pavlov. Tectonic plate under a localized boundary stress: fitting of a zero-range solvable model. Journal of Physics A, 41 , 2008, 085206.

    13. A.Pavlov. Krein formula with compensated singularities for DN- Mapping and the generalized Kirchhoff Condition at the Neumann Schr"odinger Junction. Russian J. of Mathematical Physics 15, 9 ,2008, pp 361-389.

    14. P.Kurasov. Graph Laplacians and Topology, Ark. Mat., 46, 2008, pp. 95-111.

    15. P.Kurasov. Schrodinger operators on graphs and geometry I: essentially bounded potentials, J. Func. Anal., 254, 2008, pp. 934-953.

    16. S.Avdonin and P.Kurasov. Inverse problems for quantum trees, Inverse Problems and Imaging, 2, 2008, pp. 1-21.

    17. P. Bibikov. A three-magnon problem for exactly rung-dimerized spin ladder: from a general outlook to the Bethe ansatz" J. of Phys. A 42, 2009, 315212.

    18. E.Gutshabash. Soliton dynamics in the Wess-Zumino-Novikov-Witten model. JETP Letters, v.89, 1, 2009, pp.1-5.

    19. A.Pavlov. A solvable model for scattering on a junction and a modified analytic perturbation procedure. In: Operator Theory Advances and Applications, 197, 2009, pp. 281- 335.

    20. A.Pavlov. Operator extensions, Friedrichs model and some fitted zero-range models. In: MRIT workshop Math. for-Industry Tutorial: Spectral theories of non-hermitian operators and their application. Ed. Yasuhide Fukumoto, Yasunori Maekawa, COE Lecture Notes Kyushu University, 20, 2009, pp. 57- 103.

    21. B.Pavlov. A solvable model for scattering on a junction and a modifed analytic perturbation procedure. In: Characteristic functions, scattering functions and transfer functions , 281336; Oper. Theory Adv. Appl., 197, Birkhuser Verlag, Basel , 2010, pp 281- 335.

    22. N. Bagraev, G. Martin, B. Pavlov. Landau-Zener Phenomenon on a double of weakly interacting quasi-2d lattices. In: Progress in Computational Physics ( PiCP ), 2010, pp. 61-64.

    23. P.Kurasov, Inverse problem for Aharonov - Bohm rings, Math. Proc. Cambridge Philosophical Society, 148, 2010, pp.331-362.

    24. S.Avdonin, P.Kurasov and M.Nowaczyk, Inverse Problems for Quantum Trees II Recovering Matching Conditions for Star Graphs, Inverse Problems and Imaging, 4/4, 2010, pp.579-598.

    25. E.Gutshabash. On the equation on minimal surface in R^3: various representations, properties of exact solutions,conservations laws. J. of Math. Sciences, 168, 6, 2010, p.829.


    Selected Projects

    • Advances in Scattering theory and solvable models. Prof.B.S.Pavlov, Grant of Royal Society New Zealand,2010-2013.

    • Quantum systems investigation by means of Harmonic analysis. Prof.B.S.Pavlov, Grant RFBR 09-01-00515a, 2009-2

    Contents



    SAINT PETERSBURG STATE UNIVERSITY

    3

    FACULTY OF PHYSICS

    7

    ACADEMICIAN VLADIMIR ALEKSANDROVICH FOCK
    (1898-1974)

    13

    FACULTY OF PHYSICS IN NUMBERS

    15

    Physics of atmosphere

    17

    Computational Physics

    27

    General physics I (Quantum Electronics)

    31

    General Physics II (Chemical Physics)

    39

    Mathematics and Mathematical Physics

    47

    Molecular Biophysics

    55

    Molecular Spectroscopy

    61

    Nuclear Physics

    69

    Optics

    75

    Photonics

    83

    Polymer Physics

    89

    Quantum Magnetic Phenomena

    95

    Radiophysics

    103

    Solid State Electronics

    113

    Solid State Physics

    121

    Terrestrial Physics

    129

    Department of Theoretical Physics

    137

    Department of High-Energy Physics and Elementary Particles

    143

    Department of Statistical Physics

    149

    Laboratory of Ultra-High Energy Physics

    157

    Laboratory of Quantum Networks

    161






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