2008

Computer modelling of condensed-matter systems

  1. M. Konôpka, R. Turanský, J. Reichert, H. Fuchs, D. Marx, and I. Štich.
    Mechanochemistry and thermochemistry are different: Stress-induced strengthening of chemical bonds.
    Physical Review Letters 100 (2008) 115503.

Anderson transition

  1. J. Brndiar and P. Markoš.
    Character of eigenstates of the 3D disordered Anderson Hamiltonian.
    Physical Review B 77 (2008) 115131.
    arXiv:0801.1610  [cond-mat.dis-nn]

  2. L. Schweitzer and P. Markoš.
    Critical conductance of the chiral two-dimensional random flux model.
    Physica E 40 (2008) 1335-1337.
    arXiv:0708.3585 [cond-mat.mes-hall]

  3. I. Travěnec.
    Localization in 2D quantum percolation.
    physica status solidi (b) 245 (2008) 1604-1610.
    cond-mat/0607818

  4. I. Travěnec.
    Metal-insulator transition in 3D quantum percolation.
    International Journal of Modern Physics B22 (2008) 5217-5227.
    arXiv:0712.0449  [cond-mat.str-el]

Low-dimensional Coulombic systems

  1. B. Jancovici and L. Šamaj.
    Guest charge and potential fluctuations in two-dimensional classical Coulomb systems.
    Journal of Statistical Physics 131 (2008) 613-629.
    arXiv:0711.2243 [cond-mat.stat-mech]

  2. L. Šamaj and B. Jancovici.
    Equilibrium long-ranged charge correlations at the surface of a conductor coupled to the electromagnetic radiation.
    Physical Review E 78 (2008) 051119.
    arXiv:0807.4667 [cond-mat.stat-mech]

  3. L. Šamaj.
    Introduction to integrable many-body systems I.
    Acta Physica Slovaca 58 (2008) 811-946.

Quantum field theory in light front variables

  1. Ľ. Martinovič.
    Spontaneous symmetry breaking in light front field theory.
    Physical Review D 78 (2008) 105009.
    arXiv:hep-th/0207137v2

  2. Ľ. Martinovič and P. Grangé.
    Higgs mechanism in a light front formulation.
    Modern Physics Letters A 23 (2008) 417-425.
    arXiv:hep-th/0610048

  3. Ľ. Martinovič.
    Two-dimensional massive fermions and the Federbush model: space-like vs. light-front picture.
    Proceedings of Science, PoS(LC2008)056.

Lattice QCD

  1. A. Cucchieri, A. Maas, and T. Mendes.
    Three-point vertices in Landau-gauge Yang-Mills theory.
    Physical Review D 77 (2008) 094510.
    arXiv:0803.1798 [hep-lat]

  2. J. Greensite and Š. Olejník.
    Dimensional reduction and the Yang-Mills vacuum state in 2+1 dimensions.
    Physical Review D 77 (2008) 065003.
    arXiv:0707.2860 [hep-lat]

  3. U. Heller, R. Höllwieser, M. Faber, J. Greensite, and Š. Olejník.
    Center vortex influence on the Dirac spectrum.
    Proceedings of Science, PoS(LATTICE 2008)258.
    arXiv:0811.4408 [hep-lat]

  4. R. Höllwieser, M. Faber, J. Greensite, U. M. Heller, and Š. Olejník.
    Center vortices and the Dirac spectrum.
    Physical Review D 78 (2008) 054508.
    arXiv:0805.1846 [hep-lat]

  5. R. Höllwieser, M. Faber, J. Greensite, U. M. Heller, and Š. Olejník.
    Correlations between center vortices and low-lying Dirac eigenmodes.
    Proceedings of Science, PoS(Confinement8)036.

  6. Ľ. Lipták and Š. Olejník.
    Casimir scaling in G2 lattice gauge theory.
    Physical Review D 78 (2008) 074501.
    arXiv:0807.1390 [hep-lat]

  7. Ľ. Lipták and Š. Olejník.
    First evidence for Casimir scaling in G2 lattice gauge theory.
    Proceedings of Science, PoS(Confinement8)058.
    arXiv:0811.3497 [hep-lat]

  8. A. Maas.
    Green's functions and topological configurations.
    Proceedings of Science, PoS(Confinement8)063.
    arXiv:0811.2730 [hep-lat]

  9. A. Maas and Š. Olejník.
    A first look at Landau-gauge propagators in G2 Yang-Mills theory.
    Journal of High Energy Physics 02 (2008) 070.
    arXiv:0711.1451 [hep-lat]

Transport processes in quasi one-dimensional structures

  1. P. Kalinay.
    Response to “Comment on `Calculation of the mean first passage time tested on simple two-dimensional models'” [J. Chem. Phys. 128, 197102 (2008)].
    Journal of Chemical Physics 128 (2008) 197103.

  2. P. Kalinay and J. K. Percus.
    Two definitions of the hopping time in a confined fluid of finite particles.
    Journal of Chemical Physics 129 (2008) 154117.

  3. P. Kalinay and J. K. Percus.
    Approximations of the generalized Fick-Jacobs equation.
    Physical Review E 78 (2008) 021103.

Other topics

  1. A. Šurda.
    Statistical mechanics of steady state traffic flow.
    Journal of Statistical Mechanics (2008) P04017.

[Number of hits since January 1, 2008 ... 3140]