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2009

Computer modelling of condensed-matter systems

  1. P. Dieška and I. Štich.
    Nanoengineering with dynamic atomic force microscopy: Lateral interchange of adatoms on a Ge(111)-c(2×8) surface.
    Physical Review B 79 (2009) 125431.

  2. M. Konôpka, R. Turanský, N. L. Doltsinis, D. Marx, and I. Štich.
    Azobenzene–metal junction as a mechanically and opto–mechanically driven switch.
    In: High Performance Computing in Science and Engineering '08, Transactions of the High Performance Computing Center, Stuttgart (HLRS) 2008, W. E. Nagel, D. B. Kröner and M. M. Resch, eds. (Springer, Berlin-Heidelberg, 2009) 95-108.

  3. M. Konôpka, R. Turanský, N. L. Doltsinis, D. Marx, and I. Štich.
    Organometallic nanojunctions probed by different chemistries: thermo-, photo-, and mechano-chemistry.
    Advances in Solid State Physics 48 (2009) 219-235.

  4. M. Konôpka, R. Turanský, M. Dubecký, D. Marx, and I. Štich.
    Molecular mechanochemistry understood at the nanoscale: Thiolate interfaces and junctions with copper surfaces and clusters.
    Journal of Physical Chemistry C 113 (2009) 8878-8887.

Low-dimensional Coulombic systems

  1. B. Jancovici and L. Šamaj.
    Equilibrium long-ranged charge correlations at the surface of a conductor coupled to the electromagnetic radiation II.
    Physical Review E 79 (2009) 021111.
    arXiv:0811.0295 [cond-mat.stat-mech]

  2. B. Jancovici and L. Šamaj.
    Equilibrium long-ranged charge correlations at the interface between media coupled to the electromagnetic radiation.
    Physical Review E 80 (2009) 031139.
    arXiv:0905.3334 [cond-mat.stat-mech]

  3. L. Šamaj.
    Charge and current sum rules in quantum media coupled to radiation.
    Journal of Statistical Physics 137 (2009) 1-17.
    arXiv:0906.5536 [cond-mat.stat-mech]

  4. L. Šamaj and B. Jancovici.
    Fluctuations of the electromagnetic field at the interface between media.
    In: 17th Conference of Slovak Physicists, Proceedings, M. Reiffers, ed. (SFS, Bratislava, 2009) 1-6.
    arXiv:0912.3124 [cond-mat.stat-mech]

Transport processes in quasi one-dimensional structures

  1. P. Kalinay.
    Mapping of forced diffusion in quasi-one-dimensional systems.
    Physical Review E 80 (2009) 031106.

Lattice QCD

  1. A. Cucchieri, A. Maas, and T. Mendes.
    Linear covariant gauges on the lattice.
    Computer Physics Communications 180 (2009) 215-225.
    arXiv:0806.3124 [hep-lat]

  2. J. Danzer, C. Gattringer, and L. Liptak.
    Properties of canonical fermion determinants with a fixed quark number.
    Proceedings of Science, PoS (LAT2009)185.
    arXiv:0910.3541 [hep-lat]

  3. J. Danzer, C. Gattringer, L. Liptak, and M. Marinkovic.
    A study of the sign problem for lattice QCD with chemical potential.
    Physics Letters B 682 (2009) 240-245.
    arXiv:0907.3084 [hep-lat].

  4. M. Faber, J. Greensite, U. M. Heller, R. Höllwieser, and Š. Olejník.
    Center vortices and Dirac eigenmodes.
    To appear in Proceedings of the International School-seminar "New Physics and Quantum Chromodynamics at External Conditions", Dnipropetrovsk, Ukraine, May 3-6, 2009.
    preprint

  5. J. Greensite and Š. Olejník.
    Constituent gluon content of the static quark-antiquark state in Coulomb gauge.
    Physical Review D 79 (2009) 114501.
    arXiv:0901.0199 [hep-lat]

  6. J. Greensite and Š. Olejník.
    Gluon chains and the quark-antiquark potential.
    Proceedings of Science, PoS (LAT2009)240.
    arXiv:0910.2794 [hep-lat]

  7. A. Maas.
    More on Gribov copies and propagators in Landau-gauge Yang-Mills theory.
    Physical Review D 79 (2009) 014505.
    arXiv:0808.3047 [hep-lat]

  8. Š. Olejník.
    Vacuum structure and Casimir scaling in Yang-Mills theories.
    Proceedings of Science, PoS (QCD-TNT09)032.
    arXiv:0911.1453 [hep-lat]

Other topics

  1. A. Šurda.
    Statistical approach to traffic flow.
    In: Traffic and Granular Flow'07, C. Appert-Rolland, F. Chevoir, P. Gondret, S. Lassarre, J.-P. Lebacque, and M. Schreckenberg, eds. (Springer, Berlin-Heidelberg, 2009) 401-406.

  2. A. Šurda.
    Equilibrium traffic flow of a mixture of cars with different properties.
    arXiv:0908.1739 [cond-mat.stat-mech].

[Number of hits since January 5, 2009 ... 2611]

 

 

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