Finite-size critical scaling in Ising spin glasses in the mean-field regime.

@article{Aspelmeier2016FinitesizeCS,
  title={Finite-size critical scaling in Ising spin glasses in the mean-field regime.},
  author={T. Aspelmeier and H. Katzgraber and D. Larson and M. Moore and M. Wittmann and J. Yeo},
  journal={Physical review. E},
  year={2016},
  volume={93 3},
  pages={
          032123
        }
}
  • T. Aspelmeier, H. Katzgraber, +3 authors J. Yeo
  • Published 2016
  • Physics, Medicine
  • Physical review. E
  • We study in Ising spin glasses the finite-size effects near the spin-glass transition in zero field and at the de Almeida-Thouless transition in a field by Monte Carlo methods and by analytical approximations. In zero field, the finite-size scaling function associated with the spin-glass susceptibility of the Sherrington-Kirkpatrick mean-field spin-glass model is of the same form as that of one-dimensional spin-glass models with power-law long-range interactions in the regime where they can be… CONTINUE READING
    9 Citations

    Figures and Topics from this paper

    Explore Further: Topics Discussed in This Paper

    Low-temperature anomalies of a vapor deposited glass
    • 13
    • PDF
    Probability Theory in Statistical Physics, Percolation, and Other Random Topics: The Work of C. Newman
    • PDF
    Estimating Chromatic Sensitivities
    • 2017

    References

    SHOWING 1-10 OF 61 REFERENCES
    Bond diluted Levy spin-glass model and a new finite-size scaling method to determine a phase transition
    • L. Leuzzia, G. Parisib, F. Ricci-Tersenghic, J. J. Ruiz-Lorenzod
    • 2012
    • 5
    • PDF
    Ising spin-glass transition in a magnetic field outside the limit of validity of mean-field theory.
    • 46
    • PDF
    Hierarchical spin glasses in a magnetic field: A renormalization-group study
    • 6
    • PDF
    Non-perturbative effects in spin glasses
    • 6
    • Highly Influential
    • PDF
    Spin glasses in the nonextensive regime.
    • M. Wittmann, A. Young
    • Physics, Medicine
    • Physical review. E, Statistical, nonlinear, and soft matter physics
    • 2012
    • 12
    • PDF
    Spin glass in a field: a new zero-temperature fixed point in finite dimensions.
    • 19
    • PDF
    Nature of perturbation theory in spin glasses
    • 7
    • PDF