Home Page > Publications > Ordered by year > 2011


Computer modelling of condensed-matter systems

  1. J. Brndiar, R. Turanský, and I. Štich.
    Simulation of frictional behavior of Sb nanoparticles on HOPG: Frictional duality and biduality.
    Physical Review B 84 (2011) 085449.

  2. J. Brndiar, R. Turanský, D. Dietzel, A. Schirmeisen, and I. Štich.
    Understanding frictional duality and bi-duality: Sb-nanoparticles on HOPG.
    Nanotechnology 22 (2011) 085704.

  3. M. Dubecký, R. Derian, L. Horváthová, M. Allan, and I. Štich.
    Disentanglement of triplet and singlet states of azobenzene: direct EELS detection and QMC modeling.
    Physical Chemistry Chemical Physics 13 (2011) 20939-20945.

Low-dimensional Coulombic systems

  1. Z. Bajnok and L. Šamaj.
    Introduction to integrable many-body systems III.
    Acta Physica Slovaca 61 (2011) 129-271.

  2. L. Šamaj and E. Trizac.
    Counterions at highly charged interfaces: From one plate to like-charge attraction.
    Physical Review Letters 106 (2011) 078301.
    arXiv:1009.4640 [cond-mat.stat-mech]

  3. L. Šamaj and E. Trizac.
    Counter-ions at charged walls: Two dimensional systems.
    European Physical Journal E 34 (2011) 20.
    arXiv:1012.4983 [cond-mat.soft]

  4. L. Šamaj and E. Trizac.
    Wigner-crystal formulation of strong-coupling theory for counterions near planar charged interfaces.
    Physical Review E 84 (2011) 041401.
    arXiv:1112.3763 [cond-mat.stat-mech]

Transport processes in quasi one-dimensional systems

  1. P. Kalinay.
    Effective one-dimensional description of confined diffusion biased by a transverse gravitational force.
    Physical Review E 84 (2011) 011118.
    arXiv:1105.1879 [cond-mat.stat-mech]

  2. P. Kalinay and J. K. Percus.
    Mapping of diffusion in a channel with soft walls.
    Physical Review E 83 (2011) 031109.

Security and efficiency in quantum information processing

  1. M. Huber and M. Plesch.
    Purification of genuine multipartite entanglement.
    Physical Review A 83 (2011) 062321.
    arXiv:1103.4294 [quant-ph]

  2. M. Plesch and Č. Brukner.
    Quantum-state preparation with universal gate decompositions.
    Physical Review A 83 (2011) 032302.
    arXiv:1003.5760 [quant-ph]

Lattice QCD

  1. E. Bilgici, J. Danzer, C. Gattringer, C. B. Lang, and L. Liptak.
    Canonical fermion determinants in lattice QCD - Numerical evaluation and properties.
    Physics Letters B 697 (2011) 85-89.
    arXiv:0906.1088 [hep-lat]

  2. J. Greensite, H. Matevosyan, Š. Olejník, M. Quandt, H. Reinhardt, and A. P. Szczepaniak.
    Testing proposals for the Yang-Mills vacuum wavefunctional by measurement of the vacuum.
    Physical Review D 83 (2011) 114509.
    arXiv:1102.3941 [hep-lat]

  3. J. Greensite and Š. Olejník.
    In quest of the Yang-Mills wave functional.
    Proceedings of Science, PoS (FacesQCD)027 (2011).
    arXiv:1102.4708 [hep-lat]

  4. J. Greensite and Š. Olejník.
    Properties of the approximate Yang-Mills ground-state wave functional in 2+1 dimensions.
    In: The IX International Conference on Quark Confinement and the Hadron Spectrum, ed. by F. J. Llanes-Estrada and J. R. Pelaez (AIP Conference Proceedings 1343, Melville, NY, 2011) 203-205.
    arXiv:1011.5046 [hep-lat]

  5. J. Greensite and Š. Olejník.
    Adjoint torelons, and the persistence of color electric flux tubes in the deconfined phase.
    Physical Review D 84 (2011) 014506.
    arXiv:1105.0436 [hep-lat]

  6. A. Maas, T. Mendes, and Š. Olejník.
    Yang-Mills theory in λ gauges
    Physical Review D 84 (2011) 114501.
    arXiv:1108.2621 [hep-lat]

Other topics

  1. P. Kalinay, L. Šamaj and I. Travěnec.
    Survival probability (heat content) and the lowest eigenvalue of Dirichlet Laplacian.
    International Journal of Modern Physics B 25 (2011) 1993-2007.
    arXiv:1105.2626 [math.SP]

  2. I. Travěnec and L. Šamaj.
    High orders of Weyl series for the heat content.
    Proceedings of the Royal Society A 467 (2011) 2479-2499.
    arXiv:1103.0158 [math.SP]

  3. I. Travěnec and L. Šamaj.
    Optimized t-expansion method for the Rabi Hamiltonian.
    Physics Letters A 375 (2011) 4104-4108.
    arXiv:1107.4479 [quant-ph]



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