1995•Physical review. B, Condensed matterRequires access

Violation of universality for Ising spin-glass transitions

L. Bernardi, I. A. Campbell

Open publisher page 20 citations

Abstract

Simulation data on Ising spin glasses in dimensions 3, 4, and 5 indicate that the critical exponent \ensuremath{\eta} changes with the form of the interaction distribution, which appears to be a pertinent parameter for the spin-glass transition. This result is incompatible with standard second-order transition universality rules which do not seem to hold for Ising spin glasses.

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What this paper is about

Simulation data on Ising spin glasses in dimensions 3, 4, and 5 indicate that the critical exponent \ensuremath{\eta} changes with the form of the interaction distribution, which appears to be a pertinent parameter for the spin-glass transition. This result is incompatible with standard second-order transition universality rules which do not seem to hold for Ising spin glasses.

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Available abstract

Simulation data on Ising spin glasses in dimensions 3, 4, and 5 indicate that the critical exponent \ensuremath{\eta} changes with the form of the interaction distribution, which appears to be a pertinent parameter for the spin-glass transition. This result is incompatible with standard second-order transition universality rules which do not seem to hold for Ising spin glasses.

Key concepts: Universality (dynamical systems), Ising model, Spin glass, Ising spin, Critical exponent, Condensed matter physics, Physics, Exponent

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