2010

Computer modelling of condensed-matter systems

  1. M. Dubecký, R. Derian, L. Mitáš, and I. Štich.
    Ground and excited electronic states of azobenzene: A quantum Monte Carlo study.
    Journal of Chemical Physics 133 (2010) 244301.

  2. R. Turanský, M. Konôpka, N. L. Doltsinis, I. Štich, and D. Marx.
    Optical, mechanical, and opto-mechanical switching of anchored dithioazobenzene bridges.
    ChemPhysChem 11 (2010) 345-348.

  3. R. Turanský, M. Konôpka, N. L. Doltsinis, I. Štich, and D. Marx.
    Switching of functionalized azobenzene suspended between gold tips by mechanochemical, photochemical, and opto-mechanical means.
    Physical Chemistry Chemical Physics 12 (2010) 13922–13932.

Low-dimensional Coulombic systems

  1. L. Šamaj and B. Jancovici.
    Charge and current sum rules in quantum media coupled to radiation II.
    Journal of Statistical Physics 139 (2010) 432-453.
    arXiv:0911.3493 [cond-mat.stat-mech]

  2. L. Šamaj.
    Introduction to integrable many-body systems II.
    Acta Physica Slovaca 60 (2010) 155-257.

Transport processes in quasi one-dimensional structures

  1. P. Kalinay.
    Mapping of diffusion in confined systems (beyond the concept of entropic potential).
    In: IV Mexican Meeting on Mathematical and Experimental Physics: Relativistic Fluids and Biological Physics, ed. by L. Dagdug, A. Garcia-Perciante, A. Sandoval-Villalbazo and L. S. Garcia-Colin (AIP Conference Proceedings 1312, Melville, NY, 2010) 102-113.

  2. P. Kalinay and J. K. Percus.
    Mapping of diffusion in a channel with abrupt change of diameter.
    Physical Review E 82 (2010) 031143.

Security and efficiency in quantum information processing

  1. M. Plesch and V. Bužek.
    Efficient compression of quantum information.
    Physical Review A 81 (2010) 032317.
    arXiv:0907.1764 [quant-ph]

Quantum field theory in light front variables

  1. Ľ. Martinovič.
    Physical vacuum of the Thirring and derivative coupling models.
    Nuclear Physics B (Proc. Suppl.) 199 (2010) 147-152.

  2. Ľ. Martinovič.
    A systematic hamiltonian analysis of exactle solvable models and their vacuum structure.
    Proceedings of Science, PoS (LC2010)025.

  3. Ľ. Martinovič.
    Hamiltonians and physical vacua of exactly solvable models.
    arXiv:1012.2144 [hep-th]

Lattice QCD

  1. J. Greensite and Š. Olejník.
    Coulomb confinement from the Yang-Mills vacuum state in 2+1 dimensions.
    Physical Review D 81 (2010) 074504.
    arXiv:1002.1189 [hep-lat]

  2. J. Greensite and Š. Olejník.
    The QCD vacuum wave-functional and confinement in Coulomb gauge.
    Proceedings of Science, PoS (Lattice 2010)282.
    arXiv:1010.4995 [hep-lat]

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